local RandPropPoints = {
  {0, 0, 0, 0, 0},
  {0, 0, 0, 0, 0},
  {0, 0, 0, 0, 0},
  {0, 0, 0, 0, 0},
  {0, 0, 0, 0, 0},
  {0, 0, 0, 0, 0},
  {0, 0, 0, 0, 0},
  {0, 0, 0, 0, 0},
  {0, 0, 0, 0, 0},
  {9, 7, 5, 4, 3},
  {10, 8, 6, 4, 3},
  {11, 8, 6, 5, 4},
  {12, 9, 7, 5, 4},
  {12, 9, 7, 5, 4},
  {13, 10, 7, 5, 4},
  {14, 10, 8, 6, 4},
  {14, 11, 8, 6, 5},
  {15, 11, 9, 7, 5},
  {16, 12, 9, 7, 5},
  {16, 12, 9, 7, 5},
  {17, 13, 9, 7, 5},
  {18, 13, 10, 7, 6},
  {18, 14, 11, 8, 6},
  {19, 14, 11, 8, 6},
  {20, 15, 11, 9, 7},
  {20, 16, 11, 9, 7},
  {21, 16, 12, 9, 7},
  {22, 16, 12, 9, 7},
  {23, 17, 13, 9, 7},
  {23, 18, 13, 10, 7},
  {24, 18, 14, 10, 7},
  {25, 18, 14, 11, 8},
  {25, 19, 14, 11, 8},
  {26, 20, 15, 11, 8},
  {27, 20, 15, 11, 9},
  {27, 20, 16, 11, 9},
  {28, 21, 16, 12, 9},
  {29, 22, 16, 12, 9},
  {29, 22, 16, 12, 9},
  {30, 23, 17, 13, 9},
  {31, 23, 18, 13, 10},
  {32, 24, 18, 13, 10},
  {32, 24, 18, 14, 10},
  {33, 25, 18, 14, 11},
  {34, 25, 19, 14, 11},
  {34, 25, 19, 14, 11},
  {35, 26, 20, 15, 11},
  {36, 27, 20, 15, 11},
  {36, 27, 20, 16, 11},
  {37, 28, 21, 16, 12},
  {38, 28, 21, 16, 12},
  {38, 29, 22, 16, 12},
  {39, 29, 22, 16, 12},
  {40, 30, 22, 17, 13},
  {41, 30, 23, 17, 13},
  {41, 31, 23, 18, 13},
  {42, 32, 23, 18, 13},
  {43, 32, 24, 18, 14},
  {43, 32, 25, 18, 14},
  {44, 33, 25, 18, 14},
  {45, 34, 25, 19, 14},
  {45, 34, 25, 19, 14},
  {46, 34, 26, 19, 14},
  {47, 35, 26, 20, 15},
  {47, 36, 27, 20, 15},
  {48, 36, 27, 20, 15},
  {49, 36, 27, 20, 16},
  {50, 37, 28, 21, 16},
  {50, 38, 28, 21, 16},
  {50, 38, 29, 21, 16},
  {52, 39, 29, 22, 16},
  {52, 39, 29, 22, 16},
  {52, 39, 30, 22, 17},
  {53, 40, 30, 23, 17},
  {54, 41, 30, 23, 17},
  {55, 41, 31, 23, 18},
  {55, 41, 31, 23, 18},
  {56, 42, 32, 24, 18},
  {57, 43, 32, 24, 18},
  {57, 43, 32, 25, 18},
  {58, 43, 33, 25, 18},
  {59, 44, 33, 25, 18},
  {59, 45, 34, 25, 19},
  {60, 45, 34, 25, 19},
  {61, 46, 34, 26, 19},
  {61, 46, 34, 26, 20},
  {62, 47, 35, 26, 20},
  {63, 47, 36, 27, 20},
  {64, 48, 36, 27, 20},
  {64, 48, 36, 27, 20},
  {65, 49, 36, 27, 21},
  {66, 50, 37, 28, 21},
  {66, 50, 37, 28, 21},
  {66, 50, 37, 28, 21},
  {67, 50, 37, 28, 21},
  {67, 50, 37, 28, 21},
  {67, 51, 38, 28, 21},
  {68, 51, 38, 29, 21},
  {68, 51, 38, 29, 22},
  {68, 51, 38, 29, 22},
  {69, 52, 38, 29, 22},
  {69, 52, 39, 29, 22},
  {69, 52, 39, 29, 22},
  {70, 52, 39, 30, 22},
  {70, 52, 39, 30, 22},
  {71, 52, 39, 30, 22},
  {71, 53, 40, 31, 22},
  {72, 53, 40, 31, 23},
  {73, 54, 40, 31, 23},
  {73, 54, 41, 31, 23},
  {74, 55, 41, 32, 23},
  {75, 56, 42, 32, 23},
  {75, 56, 42, 32, 24},
  {76, 57, 42, 33, 24},
  {77, 57, 43, 33, 24},
  {78, 58, 43, 33, 24},
  {78, 58, 44, 34, 25},
  {79, 59, 44, 34, 25},
  {80, 59, 44, 34, 25},
  {80, 60, 45, 35, 25},
  {81, 60, 45, 35, 26},
  {82, 61, 46, 35, 26},
  {83, 61, 46, 35, 26},
  {84, 62, 47, 36, 26},
  {84, 63, 47, 36, 27},
  {85, 63, 47, 36, 27},
  {86, 64, 48, 37, 27},
  {87, 64, 48, 37, 27},
  {88, 65, 49, 38, 28},
  {88, 66, 49, 38, 28},
  {89, 66, 50, 38, 28},
  {90, 67, 50, 39, 28},
  {91, 68, 51, 39, 29},
  {92, 68, 51, 39, 29},
  {93, 69, 52, 40, 29},
  {93, 69, 52, 40, 29},
  {94, 70, 53, 40, 30},
  {95, 71, 53, 41, 30},
  {96, 71, 54, 41, 30},
  {97, 72, 54, 42, 30},
  {98, 73, 55, 42, 31},
  {99, 73, 55, 42, 31},
  {100, 74, 56, 43, 31},
  {101, 75, 56, 43, 32},
  {102, 75, 57, 44, 32},
  {103, 76, 57, 44, 32},
  {104, 77, 58, 44, 33},
  {104, 78, 58, 45, 33},
  {105, 78, 59, 45, 33},
  {106, 79, 59, 46, 33},
  {107, 80, 60, 46, 34},
  {108, 81, 60, 46, 34},
  {109, 81, 61, 47, 34},
  {111, 82, 62, 47, 35},
  {112, 83, 62, 48, 35},
  {113, 84, 63, 48, 35},
  {114, 84, 63, 49, 36},
  {115, 85, 64, 49, 36},
  {116, 86, 65, 50, 36},
  {117, 87, 65, 50, 37},
  {118, 88, 66, 51, 37},
  {119, 88, 66, 51, 37},
  {120, 89, 67, 52, 38},
  {121, 90, 68, 52, 38},
  {122, 91, 68, 52, 38},
  {124, 92, 69, 53, 39},
  {125, 93, 69, 53, 39},
  {126, 94, 70, 54, 40},
  {127, 94, 71, 54, 40},
  {128, 95, 71, 55, 40},
  {129, 96, 72, 55, 41},
  {131, 97, 73, 56, 41},
  {132, 98, 73, 57, 41},
  {133, 99, 74, 57, 42},
  {134, 100, 75, 58, 42},
  {136, 101, 76, 58, 43},
  {137, 102, 76, 59, 43},
  {138, 103, 77, 59, 43},
  {139, 104, 78, 60, 44},
  {141, 105, 78, 60, 44},
  {142, 106, 79, 61, 45},
  {143, 107, 80, 61, 45},
  {145, 108, 81, 62, 46},
  {146, 109, 81, 63, 46},
  {148, 110, 82, 63, 46},
  {149, 111, 83, 64, 47},
  {150, 112, 84, 64, 47},
  {152, 113, 85, 65, 48},
  {153, 114, 85, 66, 48},
  {155, 115, 86, 66, 49},
  {156, 116, 87, 67, 49},
  {157, 117, 88, 67, 49},
  {159, 118, 89, 68, 50},
  {160, 119, 89, 69, 50},
  {162, 120, 90, 69, 51},
  {163, 121, 91, 70, 51},
  {165, 123, 92, 71, 52},
  {167, 124, 93, 71, 52},
  {168, 125, 94, 72, 53},
  {170, 126, 95, 73, 53},
  {171, 127, 95, 73, 54},
  {173, 128, 96, 74, 54},
  {174, 130, 97, 75, 55},
  {176, 131, 98, 75, 55},
  {178, 132, 99, 76, 56},
  {179, 133, 100, 77, 56},
  {181, 135, 101, 78, 57},
  {183, 136, 102, 78, 57},
  {184, 137, 103, 79, 58},
  {186, 138, 104, 80, 59},
  {188, 140, 105, 81, 59},
  {190, 141, 106, 81, 60},
  {191, 142, 107, 82, 60},
  {193, 144, 108, 83, 61},
  {195, 145, 109, 84, 61},
  {197, 146, 110, 84, 62},
  {199, 148, 111, 85, 62},
  {201, 149, 112, 86, 63},
  {202, 150, 113, 87, 64},
  {204, 152, 114, 88, 64},
  {206, 153, 115, 88, 65},
  {208, 155, 116, 89, 65},
  {210, 156, 117, 90, 66},
  {212, 158, 118, 91, 67},
  {214, 159, 119, 92, 67},
  {216, 161, 120, 93, 68},
  {218, 162, 122, 93, 69},
  {220, 164, 123, 94, 69},
  {222, 165, 124, 95, 70},
  {224, 167, 125, 96, 71},
  {226, 168, 126, 97, 71},
  {229, 170, 127, 98, 72},
  {231, 171, 129, 99, 73},
  {233, 173, 130, 100, 73},
  {235, 175, 131, 101, 74},
  {237, 176, 132, 102, 75},
  {239, 178, 133, 103, 75},
  {242, 180, 135, 104, 76},
  {244, 181, 136, 105, 77},
  {246, 183, 137, 106, 77},
  {249, 185, 138, 107, 78},
  {251, 186, 140, 108, 79},
  {253, 188, 141, 109, 80},
  {256, 190, 142, 110, 80},
  {258, 192, 144, 111, 81},
  {260, 193, 145, 112, 82},
  {263, 195, 146, 113, 83},
  {265, 197, 148, 114, 83},
  {268, 199, 149, 115, 84},
  {270, 201, 151, 116, 85},
  {273, 203, 152, 117, 86},
  {275, 205, 153, 118, 87},
  {278, 206, 155, 119, 87},
  {281, 208, 156, 120, 88},
  {283, 210, 158, 121, 89},
  {286, 212, 159, 123, 90},
  {289, 214, 161, 124, 91},
  {291, 216, 162, 125, 92},
  {294, 218, 164, 126, 92},
  {297, 220, 165, 127, 93},
  {299, 222, 167, 128, 94},
  {302, 225, 168, 130, 95},
  {305, 227, 170, 131, 96},
  {308, 229, 172, 132, 97},
  {311, 231, 173, 133, 98},
  {314, 233, 175, 134, 99},
  {317, 235, 176, 136, 100},
  {320, 237, 178, 137, 100},
  {323, 240, 180, 138, 101},
  {326, 242, 181, 140, 102},
  {329, 244, 183, 141, 103},
  {332, 246, 185, 142, 104},
  {335, 249, 187, 144, 105},
  {338, 251, 188, 145, 106},
  {341, 253, 190, 146, 107},
  {344, 256, 192, 148, 108},
  {348, 258, 194, 149, 109},
  {351, 261, 195, 150, 110},
  {354, 263, 197, 152, 111},
  {357, 266, 199, 153, 112},
  {361, 268, 201, 155, 113},
  {364, 271, 203, 156, 114},
  {368, 273, 205, 158, 116},
  {371, 276, 207, 159, 117},
  {326, 242, 181, 140, 102},
  {329, 244, 183, 141, 103},
  {332, 246, 185, 142, 104},
  {335, 249, 187, 144, 105},
  {338, 251, 188, 145, 106},
  {341, 253, 190, 146, 107},
  {344, 256, 192, 148, 108},
  {348, 258, 194, 149, 109},
  {351, 261, 195, 150, 110},
  {354, 263, 197, 152, 111},
  {357, 266, 199, 153, 112},
  {361, 268, 201, 155, 113},
  {364, 271, 203, 156, 114},
  {368, 273, 205, 158, 116},
  {371, 276, 207, 159, 117},
  {375, 278, 209, 161, 118},
  {378, 281, 211, 162, 119},
  {382, 283, 213, 164, 120},
  {385, 286, 215, 165, 121},
  {389, 289, 217, 167, 122},
  {392, 291, 219, 168, 123},
  {396, 294, 221, 170, 124},
  {400, 297, 223, 171, 126},
  {404, 300, 225, 173, 127},
  {407, 303, 227, 175, 128},
  {411, 305, 229, 176, 129},
  {415, 308, 231, 178, 130},
  {419, 311, 233, 179, 132},
  {423, 314, 236, 181, 133},
  {427, 317, 238, 183, 134},
  {431, 320, 240, 185, 135},
  {435, 323, 242, 186, 137},
  {439, 326, 244, 188, 138},
  {443, 329, 247, 190, 139},
  {447, 332, 249, 192, 141},
  {451, 335, 251, 193, 142},
  {455, 338, 254, 195, 143},
  {460, 342, 256, 197, 144},
  {464, 345, 259, 199, 146},
  {468, 348, 261, 201, 147},
  {473, 351, 263, 203, 149},
  {477, 354, 266, 205, 150},
  {482, 358, 268, 206, 151},
  {486, 361, 271, 208, 153},
  {491, 365, 273, 210, 154},
  {495, 368, 276, 212, 156},
  {500, 371, 279, 214, 157},
  {505, 375, 281, 216, 159},
  {509, 378, 284, 218, 160},
  {514, 382, 286, 220, 162},
  {519, 385, 289, 222, 163},
  {524, 389, 292, 224, 165},
  {529, 393, 295, 227, 166},
  {534, 396, 297, 229, 168},
  {539, 400, 300, 231, 169},
  {544, 404, 303, 233, 171},
  {549, 408, 306, 235, 172},
  {554, 411, 309, 237, 174},
  {559, 415, 311, 240, 176},
  {564, 419, 314, 242, 177},
  {570, 423, 317, 244, 179},
  {575, 427, 320, 246, 181},
  {580, 431, 323, 249, 182},
  {586, 435, 326, 251, 184},
  {591, 439, 329, 253, 186},
  {597, 443, 332, 256, 188},
  {602, 447, 336, 258, 189},
  {608, 452, 339, 261, 191},
  {614, 456, 342, 263, 193},
  {619, 460, 345, 265, 195},
  {625, 464, 348, 268, 196},
  {631, 469, 352, 270, 198},
  {637, 473, 355, 273, 200},
  {643, 478, 358, 276, 202},
  {649, 482, 362, 278, 204},
  {655, 487, 365, 281, 206},
  {661, 491, 368, 283, 208},
  {667, 496, 372, 286, 210},
  {674, 500, 375, 289, 212},
  {680, 505, 379, 291, 214},
  {686, 510, 382, 294, 216},
  {693, 515, 386, 297, 218},
  {699, 519, 390, 300, 220},
  {706, 524, 393, 302, 222},
  {712, 529, 397, 305, 224},
  {719, 534, 401, 308, 226},
  {726, 539, 404, 311, 228},
  {733, 544, 408, 314, 230},
  {739, 549, 412, 317, 232},
  {746, 554, 416, 320, 235},
  {753, 560, 420, 323, 237},
  {760, 565, 424, 326, 239},
  {767, 570, 428, 329, 241},
  {775, 575, 432, 332, 243},
  {782, 581, 436, 335, 246},
  {789, 586, 440, 338, 248},
  {797, 592, 444, 341, 250},
  {804, 597, 448, 345, 253},
  {812, 603, 452, 348, 255},
  {819, 609, 456, 351, 257},
  {827, 614, 461, 354, 260},
  {835, 620, 465, 358, 262},
  {842, 626, 469, 361, 265},
  {850, 632, 474, 364, 267},
  {858, 638, 478, 368, 270},
  {866, 644, 483, 371, 272},
  {874, 650, 487, 375, 275},
  {883, 656, 492, 378, 277},
  {891, 662, 496, 382, 280},
  {899, 668, 501, 385, 283},
  {908, 674, 506, 389, 285},
  {916, 681, 510, 393, 288},
  {925, 687, 515, 396, 291},
  {933, 693, 520, 400, 293},
  {942, 700, 525, 404, 296},
  {951, 706, 530, 408, 299},
  {960, 713, 535, 411, 302},
  {969, 720, 540, 415, 304},
  {978, 726, 545, 419, 307},
  {987, 733, 550, 423, 310},
  {996, 740, 555, 427, 313},
  {1006, 747, 560, 431, 316},
  {1015, 754, 565, 435, 319},
  {1024, 761, 571, 439, 322},
  {1034, 768, 576, 443, 325},
  {1044, 775, 582, 447, 328},
  {1054, 783, 587, 452, 331},
  {1063, 790, 592, 456, 334},
  {1073, 797, 598, 460, 337},
  {1083, 805, 604, 464, 340},
  {1094, 812, 609, 469, 344},
  {1104, 820, 615, 473, 347},
  {1114, 828, 621, 477, 350},
  {1125, 835, 627, 482, 353},
  {1135, 843, 632, 486, 357},
  {1146, 851, 638, 491, 360},
  {1156, 859, 644, 496, 363},
  {1167, 867, 650, 500, 367},
  {1178, 875, 656, 505, 370},
  {1189, 883, 663, 510, 374},
  {1200, 892, 669, 514, 377},
  {1212, 900, 675, 519, 381},
  {1223, 908, 681, 524, 384},
  {1234, 917, 688, 529, 388},
  {1246, 926, 694, 534, 392},
  {1258, 934, 701, 539, 395},
  {1269, 943, 707, 544, 399},
  {1281, 952, 714, 549, 403},
  {1293, 961, 720, 554, 406},
  {1305, 970, 727, 559, 410},
  {1318, 979, 734, 565, 414},
  {1330, 988, 741, 570, 418},
  {1342, 997, 748, 575, 422},
  {1355, 1006, 755, 581, 426},
  {1368, 1016, 762, 586, 430},
  {1380, 1025, 769, 592, 434},
  {1393, 1035, 776, 597, 438},
  {1406, 1045, 784, 603, 442},
  {1419, 1054, 791, 608, 446},
  {1433, 1064, 798, 614, 450},
  {1446, 1074, 806, 620, 455},
  {1460, 1084, 813, 626, 459},
  {1473, 1095, 821, 631, 463},
  {1487, 1105, 829, 637, 467},
  {1501, 1115, 836, 643, 472},
  {1515, 1126, 844, 649, 476},
  {1529, 1136, 852, 655, 481},
  {1544, 1147, 860, 662, 485},
  {1558, 1157, 868, 668, 490},
  {1573, 1168, 876, 674, 494},
  {1587, 1179, 884, 680, 499},
  {1602, 1190, 893, 687, 504},
  {1617, 1201, 901, 693, 508},
  {1632, 1213, 909, 700, 513},
  {1648, 1224, 918, 706, 518},
  {1663, 1235, 927, 713, 523},
  {1679, 1247, 935, 719, 528},
  {1694, 1259, 944, 726, 533},
  {1710, 1270, 953, 733, 538},
  {1726, 1282, 962, 740, 543},
  {1742, 1294, 971, 747, 548},
  {1759, 1306, 980, 754, 553},
  {1775, 1319, 989, 761, 558},
  {1792, 1331, 998, 768, 563},
  {1809, 1344, 1008, 775, 568},
  {1825, 1356, 1017, 782, 574},
  {1843, 1369, 1027, 790, 579},
  {1860, 1382, 1036, 797, 585},
  {1877, 1395, 1046, 805, 590},
  {1895, 1408, 1056, 812, 596},
  {1913, 1421, 1066, 820, 601},
  {1930, 1434, 1076, 827, 607},
  {1949, 1447, 1086, 835, 612},
  {1967, 1461, 1096, 843, 618},
  {1985, 1475, 1106, 851, 624},
  {2004, 1489, 1116, 859, 630},
  {2023, 1502, 1127, 867, 636},
  {2041, 1517, 1137, 875, 642},
  {2061, 1531, 1148, 883, 648},
  {2080, 1545, 1159, 891, 654},
  {2099, 1559, 1170, 900, 660},
  {2119, 1574, 1181, 908, 666},
  {2139, 1589, 1192, 917, 672},
  {2159, 1604, 1203, 925, 678},
  {2179, 1619, 1214, 934, 685},
  {2199, 1634, 1225, 943, 691},
  {2220, 1649, 1237, 951, 698},
  {2241, 1665, 1248, 960, 704},
  {2262, 1680, 1260, 969, 711},
  {2283, 1696, 1272, 978, 718},
  {2304, 1712, 1284, 988, 724},
  {2326, 1728, 1296, 997, 731},
  {2348, 1744, 1308, 1006, 738},
  {2370, 1760, 1320, 1016, 745},
  {2392, 1777, 1333, 1025, 752},
  {2414, 1793, 1345, 1035, 759},
  {2437, 1810, 1358, 1044, 766},
  {2460, 1827, 1370, 1054, 773},
  {2483, 1844, 1383, 1064, 780},
  {2506, 1862, 1396, 1074, 788},
  {2529, 1879, 1409, 1084, 795},
  {2553, 1897, 1422, 1094, 802},
  {2577, 1914, 1436, 1104, 810},
  {2601, 1932, 1449, 1115, 817},
  {2625, 1950, 1463, 1125, 825},
  {2650, 1969, 1476, 1136, 833},
  {2675, 1987, 1490, 1146, 841},
  {2700, 2006, 1504, 1157, 849},
  {2725, 2024, 1518, 1168, 856},
  {2751, 2043, 1532, 1179, 864},
  {2776, 2062, 1547, 1190, 873},
  {2802, 2082, 1561, 1201, 881},
  {2829, 2101, 1576, 1212, 889},
  {2855, 2121, 1591, 1224, 897},
  {2882, 2141, 1606, 1235, 906},
  {2909, 2161, 1621, 1247, 914},
  {2936, 2181, 1636, 1258, 923},
  {2963, 2201, 1651, 1270, 931},
  {2991, 2222, 1667, 1282, 940},
  {3019, 2243, 1682, 1294, 949},
  {3047, 2264, 1698, 1306, 958},
  {3076, 2285, 1714, 1318, 967},
  {3105, 2306, 1730, 1331, 976},
  {3134, 2328, 1746, 1343, 985},
  {3163, 2350, 1762, 1356, 994},
  {3193, 2372, 1779, 1368, 1003},
  {3223, 2394, 1796, 1381, 1013},
  {3253, 2416, 1812, 1394, 1022},
  {3283, 2439, 1829, 1407, 1032},
  {3314, 2462, 1846, 1420, 1042},
  {3345, 2485, 1864, 1434, 1051},
  {3376, 2508, 1881, 1447, 1061},
  {3408, 2532, 1899, 1461, 1071},
  {3440, 2555, 1917, 1474, 1081},
  {3472, 2579, 1934, 1488, 1091},
  {3505, 2603, 1953, 1502, 1101},
  {3537, 2628, 1971, 1516, 1112},
  {3571, 2652, 1989, 1530, 1122},
  {3604, 2677, 2008, 1545, 1133},
  {3638, 2702, 2027, 1559, 1143},
  {3672, 2728, 2046, 1574, 1154},
  {3706, 2753, 2065, 1588, 1165},
  {3741, 2779, 2084, 1603, 1176},
  {3776, 2805, 2104, 1618, 1187},
  {3811, 2831, 2123, 1633, 1198},
  {3847, 2858, 2143, 1649, 1209},
  {3883, 2884, 2163, 1664, 1220},
  {3919, 2911, 2184, 1680, 1232},
  {3956, 2939, 2204, 1695, 1243},
  {3993, 2966, 2225, 1711, 1255},
  {4030, 2994, 2245, 1727, 1267},
  {4068, 3022, 2266, 1743, 1279},
  {4106, 3050, 2288, 1760, 1290},
  {4145, 3079, 2309, 1776, 1303},
  {4183, 3108, 2331, 1793, 1315},
  {4222, 3137, 2353, 1810, 1327},
  {4262, 3166, 2375, 1827, 1339},
  {4302, 3196, 2397, 1844, 1352},
  {4342, 3226, 2419, 1861, 1365},
  {4383, 3256, 2442, 1878, 1377},
  {4424, 3286, 2465, 1896, 1390},
  {4465, 3317, 2488, 1914, 1403},
  {4507, 3348, 2511, 1932, 1417},
  {4549, 3379, 2535, 1950, 1430},
  {4592, 3411, 2558, 1968, 1443},
  {4635, 3443, 2582, 1986, 1457},
  {4678, 3475, 2606, 2005, 1470},
  {4722, 3508, 2631, 2024, 1484},
  {4766, 3541, 2655, 2043, 1498},
  {4811, 3574, 2680, 2062, 1512},
  {4856, 3607, 2705, 2081, 1526},
  {4901, 3641, 2731, 2101, 1540},
  {4947, 3675, 2756, 2120, 1555},
  {4994, 3709, 2782, 2140, 1569},
  {5040, 3744, 2808, 2160, 1584},
  {5087, 3779, 2834, 2180, 1599},
  {5135, 3815, 2861, 2201, 1614},
  {5183, 3850, 2888, 2221, 1629},
  {5232, 3886, 2915, 2242, 1644},
  {5281, 3923, 2942, 2263, 1660},
  {5330, 3959, 2970, 2284, 1675},
  {5380, 3997, 2997, 2306, 1691},
  {5430, 4034, 3025, 2327, 1707},
  {5481, 4072, 3054, 2349, 1723},
  {5532, 4110, 3082, 2371, 1739},
  {5584, 4148, 3111, 2393, 1755},
  {5637, 4187, 3140, 2416, 1771},
  {5689, 4226, 3170, 2438, 1788},
  {5743, 4266, 3199, 2461, 1805},
  {5796, 4306, 3229, 2484, 1822},
  {5851, 4346, 3260, 2507, 1839},
  {5905, 4387, 3290, 2531, 1856},
  {5961, 4428, 3321, 2555, 1873},
  {6016, 4469, 3352, 2578, 1891},
  {6073, 4511, 3383, 2603, 1909},
  {6130, 4553, 3415, 2627, 1926},
  {6187, 4596, 3447, 2652, 1944},
  {6245, 4639, 3479, 2676, 1963},
  {6303, 4682, 3512, 2701, 1981},
  {6362, 4726, 3545, 2727, 2000},
  {6422, 4771, 3578, 2752, 2018},
  {6482, 4815, 3611, 2778, 2037},
  {6543, 4860, 3645, 2804, 2056},
  {6604, 4906, 3679, 2830, 2076},
  {6666, 4952, 3714, 2857, 2095},
  {6728, 4998, 3749, 2883, 2115},
  {6791, 5045, 3784, 2910, 2134},
  {6855, 5092, 3819, 2938, 2154},
  {6919, 5140, 3855, 2965, 2174},
  {6984, 5188, 3891, 2993, 2195},
  {7049, 5236, 3927, 3021, 2215},
  {7115, 5285, 3964, 3049, 2236},
  {7182, 5335, 4001, 3078, 2257},
  {7249, 5385, 4039, 3107, 2278},
  {7317, 5435, 4076, 3136, 2300},
  {7385, 5486, 4115, 3165, 2321},
  {7454, 5537, 4153, 3195, 2343},
  {7524, 5589, 4192, 3225, 2365},
  {7594, 5642, 4231, 3255, 2387},
  {7666, 5694, 4271, 3285, 2409},
  {7737, 5748, 4311, 3316, 2432},
  {7810, 5802, 4351, 3347, 2455},
  {7883, 5856, 4392, 3378, 2477},
  {7957, 5911, 4433, 3410, 2501},
  {8031, 5966, 4475, 3442, 2524},
  {8106, 6022, 4516, 3474, 2548},
  {8182, 6078, 4559, 3507, 2572},
  {8259, 6135, 4601, 3539, 2596},
  {8336, 6193, 4644, 3573, 2620},
  {8414, 6251, 4688, 3606, 2644},
  {8493, 6309, 4732, 3640, 2669},
  {8572, 6368, 4776, 3674, 2694},
  {8653, 6428, 4821, 3708, 2719},
  {8734, 6488, 4866, 3743, 2745},
  {8815, 6549, 4911, 3778, 2771},
  {8898, 6610, 4957, 3813, 2796},
  {8981, 6672, 5004, 3849, 2823},
  {9065, 6734, 5051, 3885, 2849},
  {9150, 6797, 5098, 3922, 2876},
  {9236, 6861, 5146, 3958, 2903},
  {9322, 6925, 5194, 3995, 2930},
  {9410, 6990, 5242, 4033, 2957},
  {9498, 7055, 5292, 4070, 2985},
  {9587, 7121, 5341, 4109, 3013},
  {9676, 7188, 5391, 4147, 3041},
  {9767, 7255, 5442, 4186, 3070},
  {9858, 7323, 5492, 4225, 3098},
  {9951, 7392, 5544, 4265, 3127},
  {10044, 7461, 5596, 4304, 3157},
  {10138, 7531, 5648, 4345, 3186},
  {10233, 7601, 5701, 4385, 3216},
  {10328, 7673, 5754, 4426, 3246},
  {10425, 7744, 5808, 4468, 3276},
  {10523, 7817, 5863, 4510, 3307},
  {10621, 7890, 5918, 4552, 3338},
  {10721, 7964, 5973, 4595, 3369},
  {10821, 8038, 6029, 4638, 3401},
  {10922, 8114, 6085, 4681, 3433},
  {11025, 8190, 6142, 4725, 3465},
  {11128, 8266, 6200, 4769, 3497},
  {11232, 8344, 6258, 4814, 3530},
  {11337, 8422, 6316, 4859, 3563},
  {11443, 8501, 6375, 4904, 3596},
  {11550, 8580, 6435, 4950, 3630},
  {11658, 8661, 6495, 4996, 3664},
  {11768, 8742, 6556, 5043, 3698},
  {11878, 8823, 6618, 5090, 3733},
  {11989, 8906, 6680, 5138, 3768},
  {12101, 8989, 6742, 5186, 3803},
  {12214, 9074, 6805, 5235, 3839},
  {12329, 9158, 6869, 5284, 3875},
  {12444, 9244, 6933, 5333, 3911},
  {12561, 9331, 6998, 5383, 3948},
  {12678, 9418, 7064, 5434, 3985},
  {12797, 9506, 7130, 5484, 4022},
  {12917, 9595, 7196, 5536, 4060},
  {13038, 9685, 7264, 5588, 4098},
  {13160, 9776, 7332, 5640, 4136},
  {13283, 9867, 7400, 5693, 4175},
  {13407, 9960, 7470, 5746, 4214},
  {13533, 10053, 7540, 5800, 4253},
  {13659, 10147, 7610, 5854, 4293},
  {13787, 10242, 7681, 5909, 4333},
  {13916, 10338, 7753, 5964, 4374},
  {14047, 10435, 7826, 6020, 4415},
  {14178, 10532, 7899, 6076, 4456},
  {14311, 10631, 7973, 6133, 4498},
  {14445, 10730, 8048, 6191, 4540},
  {14580, 10831, 8123, 6249, 4582},
  {14716, 10932, 8199, 6307, 4625},
  {14854, 11035, 8276, 6366, 4668},
  {14993, 11138, 8353, 6426, 4712},
  {15134, 11242, 8432, 6486, 4756},
  {15275, 11347, 8510, 6547, 4801},
  {15418, 11454, 8590, 6608, 4846},
  {15563, 11561, 8671, 6670, 4891},
  {15708, 11669, 8752, 6732, 4937},
  {15855, 11778, 8834, 6795, 4983},
  {16004, 11888, 8916, 6859, 5030},
  {16154, 12000, 9000, 6923, 5077},
  {16305, 12112, 9084, 6988, 5124},
  {16457, 12225, 9169, 7053, 5172},
  {16611, 12340, 9255, 7119, 5221},
  {16767, 12455, 9342, 7186, 5270},
  {16924, 12572, 9429, 7253, 5319},
  {17082, 12690, 9517, 7321, 5369},
  {17242, 12808, 9606, 7390, 5419},
  {17404, 12928, 9696, 7459, 5470},
  {17567, 13049, 9787, 7529, 5521},
  {17731, 13172, 9879, 7599, 5573},
  {17897, 13295, 9971, 7670, 5625},
  {18064, 13419, 10064, 7742, 5677},
  {18234, 13545, 10159, 7814, 5731},
  {18404, 13672, 10254, 7888, 5784},
  {18577, 13800, 10350, 7961, 5838},
  {18750, 13929, 10447, 8036, 5893},
  {18926, 14059, 10544, 8111, 5948},
  {19103, 14191, 10643, 8187, 6004},
  {19282, 14324, 10743, 8264, 6060},
  {19462, 14458, 10843, 8341, 6117},
  {19645, 14593, 10945, 8419, 6174},
  {19829, 14730, 11047, 8498, 6232},
  {20014, 14868, 11151, 8577, 6290},
  {20202, 15007, 11255, 8658, 6349},
  {20391, 15147, 11360, 8739, 6408},
  {20581, 15289, 11467, 8821, 6468},
  {20774, 15432, 11574, 8903, 6529},
  {20969, 15577, 11683, 8987, 6590},
  {21165, 15723, 11792, 9071, 6652},
  {21363, 15870, 11902, 9156, 6714},
  {21563, 16018, 12014, 9241, 6777},
  {21765, 16168, 12126, 9328, 6840},
  {21969, 16320, 12240, 9415, 6904},
  {22174, 16472, 12354, 9503, 6969},
  {22382, 16627, 12470, 9592, 7034},
  {22591, 16782, 12587, 9682, 7100},
  {22803, 16939, 12704, 9773, 7167},
  {23016, 17098, 12823, 9864, 7234},
  {23232, 17258, 12943, 9956, 7301},
  {23449, 17419, 13065, 10050, 7370},
  {23669, 17582, 13187, 10144, 7439},
  {23890, 17747, 13310, 10239, 7508},
  {24114, 17913, 13435, 10335, 7579},
  {24340, 18081, 13561, 10431, 7650},
  {24567, 18250, 13688, 10529, 7721},
  {24797, 18421, 13816, 10627, 7793},
  {25030, 18593, 13945, 10727, 7866},
  {25264, 18767, 14076, 10827, 7940},
  {25500, 18943, 14207, 10929, 8014},
  {25739, 19120, 14340, 11031, 8089},
  {25980, 19299, 14475, 11134, 8165},
  {26223, 19480, 14610, 11239, 8242},
  {26469, 19662, 14747, 11344, 8319},
  {26716, 19847, 14885, 11450, 8397},
  {26967, 20032, 15024, 11557, 8475},
  {27219, 20220, 15165, 11665, 8555},
  {27474, 20409, 15307, 11774, 8635},
  {27731, 20600, 15450, 11885, 8715},
  {27991, 20793, 15595, 11996, 8797},
  {28253, 20988, 15741, 12108, 8879},
  {28517, 21184, 15888, 12222, 8963},
  {28784, 21382, 16037, 12336, 9046},
  {29053, 21583, 16187, 12451, 9131},
  {29325, 21785, 16338, 12568, 9217},
  {29600, 21989, 16491, 12686, 9303},
  {29877, 22194, 16646, 12804, 9390},
  {30157, 22402, 16802, 12924, 9478},
  {30439, 22612, 16959, 13045, 9567},
  {30724, 22824, 17118, 13167, 9656},
  {31012, 23037, 17278, 13291, 9746},
  {31302, 23253, 17440, 13415, 9838},
  {31595, 23470, 17603, 13541, 9930},
  {31891, 23690, 17768, 13667, 10023},
  {32189, 23912, 17934, 13795, 10117},
  {32491, 24136, 18102, 13925, 10211},
  {32795, 24362, 18271, 14055, 10307},
  {33102, 24590, 18442, 14186, 10403},
  {33412, 24820, 18615, 14319, 10501},
  {33724, 25052, 18789, 14453, 10599},
  {34040, 25287, 18965, 14589, 10698},
  {34359, 25524, 19143, 14725, 10798},
  {34680, 25762, 19322, 14863, 10900},
  {35005, 26004, 19503, 15002, 11002},
  {35333, 26247, 19685, 15143, 11105},
  {35663, 26493, 19870, 15284, 11208},
  {35997, 26741, 20056, 15427, 11313},
  {36334, 26991, 20243, 15572, 11419},
  {36674, 27244, 20433, 15718, 11526},
  {37018, 27499, 20624, 15865, 11634},
  {37364, 27756, 20817, 16013, 11743},
  {37714, 28016, 21012, 16163, 11853},
  {38067, 28278, 21209, 16314, 11964},
  {38423, 28543, 21407, 16467, 12076},
  {38783, 28810, 21608, 16621, 12189},
  {39146, 29080, 21810, 16777, 12303},
  {39512, 29352, 22014, 16934, 12418},
  {39882, 29627, 22220, 17092, 12534},
  {40256, 29904, 22428, 17252, 12652},
  {40632, 30184, 22638, 17414, 12770},
  {41013, 30467, 22850, 17577, 12890},
  {41397, 30752, 23064, 17741, 13010},
  {41784, 31040, 23280, 17908, 13132},
  {42175, 31330, 23498, 18075, 13255},
  {42570, 31624, 23718, 18244, 13379},
  {42969, 31920, 23940, 18415, 13504},
  {43371, 32218, 24164, 18588, 13631},
  {43777, 32520, 24390, 18762, 13758},
  {44187, 32824, 24618, 18937, 13887},
  {44600, 33132, 24849, 19114, 14017},
  {45018, 33442, 25081, 19293, 14148},
  {45439, 33755, 25316, 19474, 14281},
  {45865, 34071, 25553, 19656, 14415},
  {46294, 34390, 25792, 19840, 14550},
  {46727, 34712, 26034, 20026, 14686},
  {47165, 35037, 26277, 20213, 14823},
  {47606, 35365, 26523, 20403, 14962},
  {48052, 35696, 26772, 20594, 15102},
  {48502, 36030, 27022, 20786, 15243},
  {48956, 36367, 27275, 20981, 15386},
  {49414, 36708, 27531, 21177, 15530},
  {49877, 37051, 27788, 21376, 15675},
  {50343, 37398, 28048, 21576, 15822},
  {50815, 37748, 28311, 21778, 15970},
  {51290, 38101, 28576, 21982, 16120},
  {51771, 38458, 28844, 22187, 16271},
  {52255, 38818, 29114, 22395, 16423},
  {52744, 39181, 29386, 22605, 16577},
  {53238, 39548, 29661, 22816, 16732},
  {53736, 39918, 29939, 23030, 16889},
  {54239, 40292, 30219, 23245, 17047},
  {54747, 40669, 30502, 23463, 17206},
  {55260, 41050, 30788, 23683, 17367},
  {55777, 41434, 31076, 23904, 17530},
  {56299, 41822, 31367, 24128, 17694},
  {56826, 42214, 31660, 24354, 17860},
  {57358, 42609, 31957, 24582, 18027},
  {57895, 43008, 32256, 24812, 18196},
  {58437, 43410, 32558, 25044, 18366},
  {58984, 43817, 32862, 25279, 18538},
  {59536, 44227, 33170, 25515, 18711},
  {60093, 44641, 33481, 25754, 18887},
  {60656, 45059, 33794, 25995, 19063},
  {61224, 45481, 34110, 26239, 19242},
  {61797, 45906, 34430, 26484, 19422},
  {62375, 46336, 34752, 26732, 19604},
  {62959, 46770, 35077, 26983, 19787},
  {63549, 47208, 35406, 27235, 19972},
  {64143, 47649, 35737, 27490, 20159},
  {64744, 48096, 36072, 27747, 20348},
  {65350, 48546, 36409, 28007, 20539},
  {65962, 49000, 36750, 28269, 20731},
  {66579, 49459, 37094, 28534, 20925},
  {67202, 49922, 37441, 28801, 21121},
  {67832, 50389, 37792, 29071, 21318},
  {68467, 50861, 38146, 29343, 21518},
  {69107, 51337, 38503, 29617, 21719},
  {69754, 51818, 38863, 29895, 21923},
  {70407, 52303, 39227, 30175, 22128},
  {71066, 52792, 39594, 30457, 22335},
  {71732, 53286, 39965, 30742, 22544},
  {72403, 53785, 40339, 31030, 22755},
  {73081, 54289, 40717, 31320, 22968},
  {73765, 54797, 41098, 31614, 23183},
  {74456, 55310, 41482, 31910, 23400},
  {75153, 55828, 41871, 32208, 23619},
  {75856, 56350, 42263, 32510, 23840},
  {76566, 56878, 42658, 32814, 24064},
  {77283, 57410, 43058, 33121, 24289},
  {78006, 57948, 43461, 33431, 24516},
  {78737, 58490, 43867, 33744, 24746},
  {79474, 59038, 44278, 34060, 24977},
  {80218, 59590, 44693, 34379, 25211},
  {80968, 60148, 45111, 34701, 25447},
  {81726, 60711, 45533, 35026, 25685},
  {82491, 61279, 45960, 35353, 25926},
  {83264, 61853, 46390, 35684, 26169},
  {84043, 62432, 46824, 36018, 26414},
  {84830, 63016, 47262, 36356, 26661},
  {85624, 63606, 47705, 36696, 26910},
  {86425, 64202, 48151, 37039, 27162},
  {87234, 64803, 48602, 37386, 27417},
  {88051, 65409, 49057, 37736, 27673},
  {88875, 66022, 49516, 38089, 27932},
  {89707, 66640, 49980, 38446, 28194},
  {90547, 67263, 50448, 38806, 28458},
  {91395, 67893, 50920, 39169, 28724},
  {92250, 68529, 51397, 39536, 28993},
  {93114, 69170, 51878, 39906, 29264},
  {93985, 69818, 52363, 40279, 29538},
  {94865, 70471, 52853, 40656, 29815},
  {95753, 71131, 53348, 41037, 30094},
  {96650, 71797, 53848, 41421, 30376},
  {97554, 72469, 54352, 41809, 30660},
  {98467, 73147, 54860, 42200, 30947},
  {99389, 73832, 55374, 42595, 31237},
  {100320, 74523, 55892, 42994, 31529},
  {101259, 75221, 56416, 43397, 31824},
  {102207, 75925, 56944, 43803, 32122},
  {103163, 76636, 57477, 44213, 32423},
  {104129, 77353, 58015, 44627, 32726},
  {105104, 78077, 58558, 45044, 33033},
  {106088, 78808, 59106, 45466, 33342},
  {107081, 79546, 59659, 45892, 33654},
  {108083, 80290, 60218, 46321, 33969},
  {109095, 81042, 60781, 46755, 34287},
  {110116, 81801, 61350, 47193, 34608},
  {111147, 82566, 61925, 47634, 34932},
  {112187, 83339, 62504, 48080, 35259},
  {113238, 84119, 63090, 48530, 35589},
  {114298, 84907, 63680, 48985, 35922},
  {115368, 85702, 64276, 49443, 36258},
  {116447, 86504, 64878, 49906, 36598},
  {117538, 87314, 65485, 50373, 36940},
  {118638, 88131, 66098, 50845, 37286},
  {119748, 88956, 66717, 51321, 37635},
  {120869, 89789, 67341, 51801, 37988},
  {122001, 90629, 67972, 52286, 38343},
  {123143, 91478, 68608, 52776, 38702},
  {124296, 92334, 69250, 53270, 39064},
  {125459, 93198, 69899, 53768, 39430},
  {126634, 94071, 70553, 54272, 39799},
  {127819, 94951, 71213, 54780, 40172},
  {129015, 95840, 71880, 55292, 40548},
  {130223, 96737, 72553, 55810, 40927},
  {131442, 97643, 73232, 56332, 41310},
  {132673, 98557, 73918, 56860, 41697},
  {133915, 99479, 74610, 57392, 42087},
  {135168, 100411, 75308, 57929, 42481},
  {136433, 101351, 76013, 58471, 42879},
  {137711, 102299, 76725, 59019, 43280},
  {139000, 103257, 77443, 59571, 43686},
  {140301, 104224, 78168, 60129, 44095},
  {141614, 105199, 78899, 60692, 44507},
  {142940, 106184, 79638, 61260, 44924},
  {144278, 107178, 80383, 61833, 45345},
  {145629, 108181, 81136, 62412, 45769},
  {146992, 109194, 81895, 62996, 46197},
  {148368, 110216, 82662, 63586, 46630},
  {149757, 111248, 83436, 64181, 47066},
  {151159, 112289, 84217, 64782, 47507},
  {152574, 113340, 85005, 65389, 47952},
  {154002, 114401, 85801, 66001, 48401},
  {155443, 115472, 86604, 66619, 48854},
  {156899, 116553, 87415, 67242, 49311},
  {158367, 117644, 88233, 67872, 49773},
  {159850, 118746, 89059, 68507, 50238},
  {161346, 119857, 89893, 69148, 50709},
  {162856, 120979, 90734, 69796, 51183},
  {164381, 122112, 91584, 70449, 51663},
  {165920, 123255, 92441, 71108, 52146},
  {167473, 124408, 93306, 71774, 52634},
  {169041, 125573, 94180, 72446, 53127},
  {170623, 126749, 95061, 73124, 53624},
  {172220, 127935, 95951, 73809, 54126},
  {173832, 129133, 96849, 74500, 54633},
  {175460, 130341, 97756, 75197, 55144},
  {177102, 131562, 98671, 75901, 55661},
  {178760, 132793, 99595, 76611, 56182},
  {180433, 134036, 100527, 77329, 56708},
  {182122, 135291, 101468, 78052, 57238},
  {183827, 136557, 102418, 78783, 57774},
  {185548, 137836, 103377, 79521, 58315},
  {187285, 139126, 104344, 80265, 58861},
  {189038, 140428, 105321, 81016, 59412},
  {190808, 141743, 106307, 81775, 59968},
  {192594, 143070, 107302, 82540, 60529},
  {194397, 144409, 108307, 83313, 61096},
  {196216, 145761, 109321, 84093, 61668},
  {198053, 147125, 110344, 84880, 62245},
  {199907, 148502, 111377, 85675, 62828},
  {201779, 149893, 112419, 86477, 63416},
  {203667, 151296, 113472, 87286, 64010},
  {205574, 152712, 114534, 88103, 64609},
  {207498, 154142, 115606, 88928, 65214},
  {209441, 155585, 116688, 89760, 65824},
  {211401, 157041, 117781, 90601, 66440},
  {213380, 158511, 118883, 91449, 67062},
  {215378, 159995, 119996, 92305, 67690},
  {217394, 161493, 121119, 93169, 68324},
  {219429, 163004, 122253, 94041, 68963},
  {221483, 164530, 123398, 94921, 69609},
  {223556, 166070, 124553, 95810, 70261},
  {225649, 167625, 125719, 96707, 70918},
  {227761, 169194, 126896, 97612, 71582},
  {229893, 170778, 128083, 98526, 72252},
  {232045, 172377, 129282, 99448, 72929},
  {234217, 173990, 130493, 100379, 73611},
  {236410, 175619, 131714, 101319, 74300},
  {238623, 177263, 132947, 102267, 74996},
  {240857, 178922, 134192, 103224, 75698},
  {243111, 180597, 135448, 104191, 76406},
  {245387, 182288, 136716, 105166, 77122},
  {247684, 183994, 137996, 106150, 77844},
  {250003, 185716, 139287, 107144, 78572},
  {252343, 187455, 140591, 108147, 79308},
  {254705, 189210, 141907, 109159, 80050},
}
local ItemUpgrade = {
  [1]   =  8, -- 1/1
  [373] =  4, -- 1/2
  [374] =  8, -- 2/2
  [375] =  4, -- 1/3
  [376] =  4, -- 2/3
  [377] =  4, -- 3/3
  [378] =  7, -- 1/1
  [379] =  4, -- 1/2
  [380] =  4, -- 2/2
  [445] =  0, -- 0/2
  [446] =  4, -- 1/2
  [447] =  8, -- 2/2
  [451] =  0, -- 0/1
  [452] =  8, -- 1/1
  [453] =  0, -- 0/2
  [454] =  4, -- 1/2
  [455] =  8, -- 2/2
  [456] =  0, -- 0/1
  [457] =  8, -- 1/1
  [458] =  0, -- 0/4
  [459] =  4, -- 1/4
  [460] =  8, -- 2/4
  [461] = 12, -- 3/4
  [462] = 16, -- 4/4
  [465] =  0, -- 0/2
  [466] =  4, -- 1/2
  [467] =  8, -- 2/2
  [468] =  0, -- 0/4
  [469] =  4, -- 1/4
  [470] =  8, -- 2/4
  [471] = 12, -- 3/4
  [472] = 16, -- 4/4
  [476] =  0, -- 0/2
  [477] =  4, -- 1/2
  [478] =  8, -- 2/2
  [479] =  0, -- 0/1
  [480] =  8, -- 1/1
}
local ItemStats = {
  [44924] = {t = 1, [5] = {3161, 0}, [8] = {3711, 0}},
  [58504] = {t = 2, [5] = {6666, 0}},
  [58505] = {t = 4, [8] = {3761, 0}, [4] = {3076, 0}},
  [58506] = {t = 3, [6] = {3761, 0}, [5] = {3076, 0}},
  [58507] = {t = 1, [7] = {3506, 0.166667}, [4] = {3506, 0.333333}},
  [58508] = {t = 3, [8] = {3506, 0}, [6] = {3506, 0}},
  [58509] = {t = 3, [1] = {3761, 0}, [6] = {3076, 0}},
  [58510] = {t = 3, [5] = {3506, 0}, [7] = {3506, 0}},
  [58511] = {t = 4, [4] = {3761, 0}, [6] = {3076, 0}},
  [58512] = {t = 1, [1] = {3076, 0}, [5] = {3761, 0}},
  [58513] = {t = 3, [4] = {3076, 0}, [8] = {5259, 0}},
  [58514] = {t = 2, [6] = {3506, 0}, [5] = {3506, 0}},
  [58515] = {t = 3, [5] = {3076, 0}, [4] = {3761, 0}},
  [58516] = {t = 3, [1] = {3761, 0}, [8] = {3076, 0}},
  [58517] = {t = 1, [2] = {3506, 0}, [8] = {3506, 0}},
  [58518] = {t = 1, [4] = {3506, 0}, [6] = {3506, 0}},
  [58519] = {t = 3, [5] = {3506, 0}, [8] = {3506, 0}},
  [58520] = {t = 1, [4] = {3506, 0}, [8] = {3506, 0}},
  [58521] = {t = 4, [1] = {3509, 0}, [8] = {3509, 0}},
  [58522] = {t = 3, [1] = {3506, 0}, [5] = {3506, 0}},
  [58523] = {t = 3, [2] = {3761, 0}, [8] = {3076, 0}},
  [58524] = {t = 3, [6] = {3506, 0}, [5] = {3506, 0}},
  [58526] = {t = 1, [5] = {3761, 0}, [4] = {3076, 0}},
  [58527] = {t = 2, [8] = {3761, 0}, [4] = {3076, 0}},
  [58528] = {t = 3, [8] = {3761, 0}, [3] = {3076, 0}},
  [58529] = {t = 2, [5] = {6666, 0}},
  [58530] = {t = 1, [5] = {3506, 0.166667}, [8] = {3506, 0.333333}},
  [58531] = {t = 3, [1] = {3506, 0}, [5] = {3506, 0}},
  [58532] = {t = 2, [1] = {3506, 0}, [8] = {3506, 0}},
  [58533] = {t = 2, [1] = {3761, 0}, [6] = {3076, 0}},
  [58535] = {t = 4, [7] = {3506, 0}, [4] = {3506, 0}},
  [58536] = {t = 3, [1] = {3076, 0}, [8] = {3761, 0}},
  [58537] = {t = 2, [1] = {3506, 0}, [6] = {3506, 0}},
  [58538] = {t = 3, [5] = {3506, 0}, [6] = {3506, 0}},
  [58539] = {t = 2, [5] = {3506, 0}, [8] = {3506, 0}},
  [58540] = {t = 2, [6] = {3506, 0}, [8] = {3506, 0}},
  [58541] = {t = 1, [5] = {3506, 0.166667}, [4] = {3506, 0.333333}},
  [58542] = {t = 1, [5] = {3506, 0}, [6] = {3506, 0}},
  [58543] = {t = 3, [4] = {3506, 0}, [8] = {3506, 0}},
  [58544] = {t = 3, [6] = {3506, 0}, [4] = {3506, 0}},
  [58545] = {t = 1, [8] = {3506, 0}, [4] = {3506, 0}},
  [58546] = {t = 2, [5] = {3506, 0}, [8] = {3506, 0}},
  [58547] = {t = 1, [1] = {3506, 0}, [6] = {3506, 0}},
  [58548] = {t = 2, [1] = {3506, 0}, [5] = {3506, 0}},
  [58549] = {t = 1, [1] = {3506, 0.166667}, [6] = {3506, 0.333333}},
  [58550] = {t = 1, [1] = {3506, 0}, [5] = {3506, 0}},
  [58551] = {t = 2, [1] = {3506, 0}, [8] = {3506, 0}},
  [58552] = {t = 4, [5] = {3506, 0}, [4] = {3506, 0}},
  [58553] = {t = 3, [1] = {3506, 0}, [8] = {3506, 0}},
  [58554] = {t = 3, [1] = {3506, 0}, [6] = {3506, 0}},
  [58555] = {t = 3, [1] = {3506, 0}, [8] = {3506, 0}},
  [58556] = {t = 2, [5] = {3506, 0}, [4] = {3506, 0}},
  [58557] = {t = 1, [8] = {3506, 0}, [4] = {3506, 0}},
  [58558] = {t = 2, [5] = {3506, 0}, [4] = {3506, 0}},
  [58559] = {t = 1, [5] = {3506, 0.333333}, [8] = {3506, 0.166667}},
  [58560] = {t = 1, [6] = {3506, 0}, [5] = {3506, 0}},
  [58561] = {t = 2, [6] = {3506, 0}, [4] = {3506, 0}},
  [58562] = {t = 4, [8] = {3506, 0}, [5] = {3506, 0}},
  [58563] = {t = 4, [5] = {3506, 0}, [7] = {3506, 0}},
  [58564] = {t = 2, [1] = {3506, 0}, [6] = {3506, 0.166667}},
  [58565] = {t = 1, [1] = {3506, 0}, [5] = {3506, 0}},
  [58566] = {t = 2, [1] = {3506, 0}, [6] = {3506, 0}},
  [58567] = {t = 1, [1] = {3506, 0.25}, [5] = {3506, 0.25}},
  [58568] = {t = 1, [1] = {3506, 0}, [8] = {3506, 0}},
  [58569] = {t = 2, [1] = {3506, 0}, [5] = {3506, 0}},
  [58570] = {t = 2, [5] = {3506, 0}, [8] = {3506, 0}},
  [58571] = {t = 1, [5] = {3506, 0}, [4] = {3506, 0}},
  [58572] = {t = 2, [8] = {3761, 0}, [5] = {3076, 0}},
  [58573] = {t = 1, [8] = {3506, 0.166667}, [6] = {3506, 0.333333}},
  [58574] = {t = 1, [5] = {3506, 0}, [6] = {3506, 0}},
  [58575] = {t = 2, [7] = {3761, 0}, [4] = {3076, 0}},
  [58576] = {t = 2, [3] = {3506, 0}, [2] = {3506, 0}},
  [58577] = {t = 1, [2] = {5259, 0}, [4] = {2664, 0}},
  [58578] = {t = 2, [2] = {3506, 0}, [3] = {3506, 0}},
  [58579] = {t = 1, [2] = {3506, 0.75}, [3] = {3506, 0.75}},
  [58580] = {t = 1, [2] = {5259, 0}, [4] = {2664, 0}},
  [58581] = {t = 2, [2] = {5259, 0}, [4] = {3076, 0}},
  [58582] = {t = 2, [1] = {3506, 0}, [8] = {3506, 0}},
  [58583] = {t = 2, [1] = {3506, 0}, [8] = {3506, 0}},
  [58584] = {t = 1, [1] = {3506, 0.166667}, [6] = {3506, 0.333333}},
  [58585] = {t = 1, [1] = {3761, 0}, [6] = {3076, 0}},
  [58586] = {t = 1, [1] = {3506, 0}, [5] = {3506, 0}},
  [58587] = {t = 2, [1] = {3506, 0}, [5] = {3506, 0.166667}},
  [58588] = {t = 1, [5] = {3506, 0}, [4] = {3506, 0}},
  [58589] = {t = 2, [6] = {3506, 0}, [8] = {3506, 0}},
  [58590] = {t = 1, [5] = {3506, 0.166667}, [6] = {3506, 0.333333}},
  [58591] = {t = 1, [8] = {3506, 0}, [7] = {3506, 0}},
  [58592] = {t = 2, [5] = {3506, 0}, [4] = {3506, 0.166667}},
  [58593] = {t = 1, [1] = {3506, 0}, [6] = {3506, 0}},
  [58594] = {t = 2, [1] = {3506, 0}, [8] = {3506, 0}},
  [58595] = {t = 1, [1] = {3761, 0.333333}, [5] = {3076, 0.166667}},
  [58596] = {t = 1, [1] = {3506, 0}, [6] = {3506, 0}},
  [58597] = {t = 2, [1] = {3506, 0}, [8] = {3506, 0}},
  [58598] = {t = 3, [5] = {3506, 0}, [7] = {3506, 0}},
  [58599] = {t = 3, [8] = {3506, 0}, [2] = {3506, 0}},
  [58600] = {t = 3, [2] = {3506, 0}, [8] = {3506, 0}},
  [58601] = {t = 2, [8] = {3506, 0}, [7] = {3506, 0}},
  [58602] = {t = 2, [1] = {3506, 0}, [8] = {3506, 0}},
  [58603] = {t = 2, [6] = {6666, 0}},
  [58604] = {t = 4, [5] = {3506, 0}, [6] = {3506, 0}},
  [58605] = {t = 2, [8] = {3076, 0}, [5] = {3761, 0}},
  [58606] = {t = 2, [1] = {3506, 0}, [6] = {3506, 0}},
  [58607] = {t = 3, [3] = {5259, 0}, [7] = {3076, 0}},
  [58608] = {t = 3, [5] = {3506, 0}, [6] = {3506, 0}},
  [58609] = {t = 2, [1] = {3506, 0}, [6] = {3506, 0}},
  [58610] = {t = 4, [8] = {3506, 0}, [7] = {3506, 0}},
  [58611] = {t = 2, [6] = {3761, 0}, [5] = {3076, 0}},
  [58613] = {t = 3, [5] = {3506, 0}, [8] = {3506, 0}},
  [58614] = {t = 2, [6] = {6666, 0}},
  [58615] = {t = 3, [6] = {3506, 0}, [4] = {3506, 0}},
  [58616] = {t = 2, [1] = {3506, 0}, [5] = {3506, 0}},
  [58617] = {t = 1, [7] = {2664, 0}, [8] = {3997, 0}},
  [58619] = {t = 1, [5] = {3506, 0.333333}, [4] = {3506, 0.166667}},
  [58620] = {t = 2, [5] = {6666, 0}},
  [58621] = {t = 4, [3] = {3506, 0}, [8] = {3506, 0}},
  [58622] = {t = 2, [3] = {6666, 0}},
  [58623] = {t = 2, [4] = {3506, 0}, [8] = {3506, 0}},
  [58624] = {t = 3, [1] = {3076, 0}, [8] = {3761, 0}},
  [58626] = {t = 2, [1] = {6666, 0}},
  [58627] = {t = 1, [6] = {3761, 0.333333}, [8] = {3076, 0.166667}},
  [58628] = {t = 4, [7] = {3506, 0}, [6] = {3506, 0}},
  [58629] = {t = 4, [5] = {3506, 0}, [6] = {3506, 0}},
  [58630] = {t = 3, [5] = {3506, 0}, [8] = {3506, 0}},
  [58631] = {t = 2, [8] = {6666, 0}},
  [58633] = {t = 1, [1] = {3506, 0}, [8] = {3506, 0}},
  [58634] = {t = 1, [5] = {3506, 0.333333}, [6] = {3506, 0.166667}},
  [58635] = {t = 3, [4] = {2664, 0}, [8] = {5259, 0}},
  [58636] = {t = 3, [5] = {3761, 0}, [4] = {3076, 0}},
  [58638] = {t = 2, [5] = {3506, 0}, [6] = {3506, 0}},
  [58639] = {t = 2, [1] = {3506, 0}, [8] = {3506, 0.166667}},
  [58640] = {t = 2, [2] = {6666, 0}},
  [58641] = {t = 3, [1] = {3761, 0}, [5] = {3076, 0}},
  [58642] = {t = 2, [5] = {3761, 0}, [6] = {3076, 0}},
  [58643] = {t = 2, [2] = {3506, 0}, [8] = {3506, 0}},
  [58644] = {t = 3, [1] = {3506, 0}, [5] = {3506, 0}},
  [58645] = {t = 4, [5] = {3506, 0}, [7] = {3506, 0}},
  [58646] = {t = 1, [7] = {3506, 0}, [8] = {3506, 0}},
  [58647] = {t = 1, [8] = {3506, 0}, [6] = {3506, 0}},
  [58648] = {t = 3, [6] = {3506, 0}, [4] = {3506, 0}},
  [58649] = {t = 2, [6] = {6666, 0}},
  [58650] = {t = 4, [2] = {5259, 0}, [4] = {2664, 0}},
  [58651] = {t = 1, [5] = {3506, 0.333333}, [6] = {3506, 0.166667}},
  [58652] = {t = 1, [5] = {3506, 0}, [8] = {3506, 0}},
  [58653] = {t = 2, [8] = {6666, 0}},
  [58654] = {t = 2, [1] = {6666, 0}, [5] = {6666, 0}},
  [58655] = {t = 3, [1] = {3506, 0}, [8] = {3506, 0}},
  [58656] = {t = 3, [5] = {3506, 0}, [6] = {3506, 0}},
  [58657] = {t = 1, [1] = {3506, 0}, [8] = {3076, 0}},
  [58658] = {t = 3, [2] = {5259, 0}, [7] = {2664, 0}},
  [58659] = {t = 2, [4] = {6666, 0}},
  [58660] = {t = 2, [1] = {3506, 0}, [8] = {3506, 0}},
  [58661] = {t = 3, [6] = {3506, 0}, [4] = {3506, 0}},
  [58662] = {t = 2, [1] = {3506, 0}, [5] = {3506, 0}},
  [58663] = {t = 3, [2] = {5259, 0}, [7] = {2664, 0}},
  [58664] = {t = 3, [6] = {3506, 0}, [8] = {3506, 0}},
  [58665] = {t = 1, [5] = {3506, 0}, [8] = {3506, 0}},
  [58666] = {t = 2, [1] = {6666, 0}, [6] = {6666, 0}},
  [58667] = {t = 3, [5] = {3506, 0}, [4] = {3506, 0}},
  [58668] = {t = 3, [2] = {5259, 0}, [4] = {2664, 0}},
  [58669] = {t = 1, [5] = {3506, 0}, [6] = {3506, 0}},
  [58670] = {t = 3, [1] = {3761, 0}, [5] = {3076, 0}},
  [58671] = {t = 2, [5] = {3506, 0}, [4] = {3506, 0.166667}},
  [58673] = {t = 3, [6] = {3506, 0}, [4] = {3506, 0}},
  [58674] = {t = 3, [4] = {3506, 0}, [7] = {3506, 0}},
  [58675] = {t = 2, [1] = {3506, 0}, [8] = {3506, 0}},
  [58676] = {t = 1, [1] = {3506, 0}, [6] = {3506, 0}},
  [58677] = {t = 1, [5] = {3506, 0}, [8] = {3506, 0}},
  [58678] = {t = 3, [2] = {5259, 0}, [4] = {2664, 0}},
  [58679] = {t = 2, [1] = {3506, 0}, [5] = {3506, 0}},
  [58680] = {t = 2, [4] = {3506, 0}, [8] = {3506, 0}},
  [58681] = {t = 1, [1] = {3506, 0}, [8] = {3506, 0}},
  [58682] = {t = 1, [1] = {3506, 0}, [6] = {3506, 0}},
  [58683] = {t = 3, [4] = {3506, 0}, [8] = {3506, 0}},
  [58684] = {t = 1, [4] = {3506, 0.333333}, [8] = {3506, 0.166667}},
  [58685] = {t = 4, [1] = {3506, 0}, [6] = {3506, 0}},
  [58686] = {t = 1, [2] = {5259, 1.5}, [7] = {3076, 0.75}},
  [58687] = {t = 1, [8] = {3506, 0}, [6] = {3506, 0}},
  [58688] = {t = 1, [1] = {3506, 0}, [8] = {3506, 0}},
  [58689] = {t = 2, [4] = {6666, 0}},
  [58690] = {t = 2, [8] = {5259, 0}, [7] = {2664, 0}},
  [58691] = {t = 2, [5] = {3506, 0}, [6] = {3506, 0}},
  [58692] = {t = 4, [4] = {3506, 0}, [8] = {3506, 0}},
  [58693] = {t = 2, [8] = {6666, 0}},
  [58694] = {t = 3, [5] = {3506, 0}, [4] = {3506, 0}},
  [58695] = {t = 4, [5] = {3761, 0}, [6] = {3076, 0}},
  [58696] = {t = 3, [1] = {3506, 0}, [8] = {3506, 0}},
  [58697] = {t = 1, [1] = {3506, 0}, [5] = {3506, 0}},
  [58698] = {t = 2, [1] = {3076, 0}, [8] = {3761, 0}},
  [58699] = {t = 3, [5] = {3506, 0}, [4] = {3506, 0}},
  [58700] = {t = 3, [8] = {3997, 0}, [4] = {2664, 0}},
  [58701] = {t = 3, [5] = {3506, 0}, [8] = {3506, 0}},
  [58702] = {t = 2, [5] = {3761, 0}, [4] = {3076, 0}},
  [58703] = {t = 1, [8] = {3997, 0}, [5] = {2664, 0}},
  [58704] = {t = 2, [1] = {3506, 0}, [5] = {3506, 0}},
  [58705] = {t = 4, [6] = {3506, 0}, [8] = {3506, 0}},
  [58706] = {t = 3, [6] = {3506, 0}, [5] = {3506, 0}},
  [58707] = {t = 1, [5] = {3506, 0}, [4] = {3506, 0}},
  [58708] = {t = 2, [5] = {3506, 0}, [8] = {3506, 0.166667}},
  [58709] = {t = 3, [8] = {3761, 0}, [5] = {3076, 0}},
  [58710] = {t = 3, [5] = {3506, 0}, [4] = {3506, 0}},
  [58711] = {t = 4, [8] = {3506, 0}, [5] = {3506, 0}},
  [58712] = {t = 3, [8] = {3761, 0}, [1] = {3076, 0}},
  [58713] = {t = 2, [7] = {2664, 0}, [8] = {5259, 0}},
  [58714] = {t = 2, [4] = {6666, 0}},
  [58715] = {t = 2, [7] = {6666, 0}},
  [58716] = {t = 2, [8] = {3506, 0}, [6] = {3506, 0.166667}},
  [58717] = {t = 4, [8] = {3506, 0}, [5] = {3506, 0}},
  [58718] = {t = 3, [5] = {3761, 0}, [4] = {3076, 0}},
  [58719] = {t = 3, [2] = {3506, 0}, [8] = {3506, 0}},
  [58720] = {t = 2, [5] = {3506, 0}, [6] = {3506, 0}},
  [58721] = {t = 2, [4] = {6666, 0}},
  [58722] = {t = 1, [1] = {3506, 0}, [8] = {3506, 0}},
  [58723] = {t = 3, [6] = {3761, 0}, [8] = {3076, 0}},
  [58724] = {t = 2, [1] = {3506, 0}, [6] = {3506, 0}},
  [58725] = {t = 3, [6] = {3997, 0}, [4] = {2664, 0}},
  [58726] = {t = 3, [1] = {3761, 0}, [8] = {3076, 0}},
  [58727] = {t = 2, [3] = {6666, 0}, [2] = {6666, 0}},
  [58728] = {t = 2, [8] = {3761, 0}, [4] = {3076, 0}},
  [58729] = {t = 4, [5] = {3997, 0}, [6] = {2664, 0}},
  [58730] = {t = 1, [3] = {5259, 1.5}, [4] = {3076, 0.75}},
  [58731] = {t = 2, [6] = {3997, 0.166667}, [5] = {2664, 0}},
  [58732] = {t = 3, [8] = {3506, 0}, [5] = {3506, 0}},
  [58733] = {t = 2, [1] = {3506, 0}, [6] = {3506, 0}},
  [58734] = {t = 3, [1] = {3506, 0}, [5] = {3506, 0}},
  [58735] = {t = 2, [5] = {3761, 0}, [8] = {3076, 0}},
  [58736] = {t = 4, [8] = {3997, 0}, [4] = {2664, 0}},
  [58737] = {t = 3, [5] = {3761, 0}, [7] = {3076, 0}},
  [58738] = {t = 1, [5] = {3997, 0}, [6] = {2664, 0}},
  [58739] = {t = 1, [8] = {3761, 0}, [5] = {3076, 0}},
  [58740] = {t = 2, [5] = {3506, 0}, [8] = {3506, 0.166667}},
  [58741] = {t = 3, [3] = {3076, 0}, [8] = {3761, 0}},
  [58743] = {t = 3, [5] = {3997, 0}, [4] = {2664, 0}},
  [58745] = {t = 3, [1] = {3506, 0}, [5] = {3506, 0}},
  [58746] = {t = 1, [5] = {3506, 0}, [6] = {3506, 0}},
  [58747] = {t = 1, [1] = {3761, 0}, [5] = {3076, 0}},
  [58748] = {t = 2, [1] = {6666, 0}, [8] = {6666, 0}},
  [58749] = {t = 2, [3] = {5259, 0}, [4] = {2664, 0}},
  [58750] = {t = 1, [8] = {3761, 0}, [6] = {3076, 0}},
  [58751] = {t = 4, [5] = {3506, 0}, [4] = {3506, 0}},
  [58752] = {t = 3, [6] = {3506, 0}, [8] = {3506, 0}},
  [58753] = {t = 2, [5] = {2664, 0}, [8] = {3997, 0}},
  [58754] = {t = 1, [1] = {3076, 0.166667}, [8] = {3761, 0.333333}},
  [58755] = {t = 3, [2] = {5259, 0}, [4] = {2664, 0}},
  [58756] = {t = 1, [6] = {3506, 0}, [4] = {3506, 0}},
  [58757] = {t = 2, [1] = {3506, 0}, [6] = {3506, 0}},
  [58758] = {t = 2, [7] = {3506, 0}, [6] = {3506, 0}},
  [58759] = {t = 1, [1] = {3506, 0}, [8] = {3506, 0}},
  [58760] = {t = 3, [7] = {3506, 0}, [8] = {3506, 0}},
  [58761] = {t = 3, [4] = {3076, 0}, [8] = {3761, 0}},
  [58762] = {t = 2, [1] = {3076, 0}, [6] = {3761, 0}},
  [58763] = {t = 1, [5] = {3506, 0.333333}, [8] = {3506, 0.166667}},
  [58765] = {t = 2, [2] = {6666, 0}},
  [58766] = {t = 3, [5] = {3506, 0}, [6] = {3506, 0}},
  [58767] = {t = 1, [5] = {3506, 0}, [6] = {3506, 0}},
  [58768] = {t = 1, [3] = {5259, 0}, [7] = {2664, 0}},
  [58769] = {t = 1, [5] = {3761, 0}, [6] = {3076, 0}},
  [58770] = {t = 2, [7] = {6666, 0}},
  [58771] = {t = 2, [5] = {3506, 0}, [4] = {3506, 0}},
  [58772] = {t = 3, [6] = {3761, 0}, [8] = {3076, 0}},
  [58773] = {t = 3, [1] = {3761, 0}, [5] = {3076, 0}},
  [58774] = {t = 2, [1] = {6666, 0}},
  [58775] = {t = 1, [1] = {3506, 0}, [8] = {3506, 0}},
  [58776] = {t = 3, [7] = {3761, 0}, [6] = {3076, 0}},
  [58777] = {t = 3, [1] = {3506, 0}, [6] = {3506, 0}},
  [58778] = {t = 1, [5] = {3761, 0}, [4] = {3076, 0}},
  [60846] = {t = 1, [5] = {3997, 0}, [6] = {2664, 0}},
  [75274] = {t = 2, [8] = {6666, 0}},
  [79334] = {t = 3, [4] = {3506, 0}, [8] = {3506, 0}},
  [79335] = {t = 3, [1] = {3506, 0}, [8] = {3506, 0}},
  [79340] = {t = 1, [1] = {3506, 0}, [8] = {3506, 0}},
  [79341] = {t = 1, [4] = {3506, 0}, [8] = {3506, 0}},
  [79343] = {t = 1, [5] = {3506, 0}, [8] = {3506, 0}},
  [79746] = {t = 3, [2] = {3506, 0}, [8] = {3506, 0}},
  [79750] = {t = 1, [1] = {3506, 0}, [8] = {3506, 0}},
  [79785] = {t = 4, [1] = {3506, 0}, [5] = {3506, 0}},
  [79786] = {t = 4, [7] = {3506, 0}, [8] = {3506, 0}},
  [79787] = {t = 4, [4] = {3076, 0}, [5] = {3761, 0}},
  [79788] = {t = 4, [7] = {3506, 0}, [6] = {3506, 0}},
  [79789] = {t = 1, [1] = {3506, 0}, [5] = {3506, 0}},
  [79790] = {t = 3, [7] = {3076, 0}, [6] = {3761, 0}},
  [79791] = {t = 3, [1] = {3506, 0}, [6] = {3506, 0}},
  [79792] = {t = 2, [5] = {3506, 0}, [6] = {3506, 0}},
  [79793] = {t = 2, [4] = {3506, 0}, [7] = {3506, 0}},
  [79795] = {t = 3, [6] = {3506, 0}, [8] = {3506, 0}},
  [79796] = {t = 3, [5] = {3506, 0}, [7] = {3506, 0}},
  [79797] = {t = 3, [1] = {3506, 0}, [6] = {3506, 0}},
  [79798] = {t = 3, [6] = {3506, 0}, [5] = {3506, 0}},
  [79799] = {t = 3, [1] = {3506, 0}, [6] = {3506, 0}},
  [79800] = {t = 3, [5] = {3506, 0}, [7] = {3506, 0}},
  [79801] = {t = 3, [1] = {3506, 0}, [6] = {3506, 0}},
  [79803] = {t = 1, [5] = {3506, 0.166667}, [8] = {3506, 0.333333}},
  [79804] = {t = 3, [1] = {3506, 0}, [6] = {3506, 0}},
  [81058] = {t = 2, [5] = {3161, 0}, [4] = {3711, 0}},
  [81059] = {t = 2, [1] = {3997, 0}, [8] = {2664, 0}},
  [81060] = {t = 2, [1] = {3661, 0}, [8] = {3246, 0}},
  [81061] = {t = 4, [7] = {3810, 0}, [8] = {2992, 0}},
  [81062] = {t = 4, [4] = {2992, 0}, [8] = {3810, 0}},
  [81063] = {t = 4, [5] = {3761, 0}, [7] = {3076, 0}},
  [81064] = {t = 3, [8] = {3161, 0}, [6] = {3711, 0}},
  [81065] = {t = 3, [3] = {3661, 0}, [2] = {3246, 0}},
  [81066] = {t = 1, [4] = {2664, 0}, [8] = {3997, 0}},
  [81067] = {t = 1, [5] = {3610, 0}, [6] = {3332, 0}},
  [81068] = {t = 2, [6] = {3661, 0.25}, [5] = {3246, 0.25}},
  [81069] = {t = 2, [1] = {3661, 0.25}, [6] = {3246, 0.25}},
  [81070] = {t = 2, [8] = {3610, 0.25}, [5] = {3332, 0.25}},
  [81071] = {t = 2, [4] = {3418, 0.25}, [7] = {3559, 0.25}},
  [81072] = {t = 2, [1] = {3559, 0.25}, [8] = {3418, 0.25}},
  [81073] = {t = 2, [2] = {5259, 0.25}, [4] = {2745, 0.25}},
  [81074] = {t = 2, [6] = {2909, 0}, [5] = {3858, 0}},
  [81075] = {t = 1, [1] = {3246, 0.75}, [5] = {3661, 0.75}},
  [81076] = {t = 3, [6] = {3610, 0}, [8] = {3332, 0}},
  [81077] = {t = 1, [4] = {3506, 0.25}, [5] = {3506, 0.25}},
  [81078] = {t = 1, [1] = {3506, 0.25}, [8] = {3506, 0.25}},
  [81079] = {t = 1, [6] = {3810, 0}, [5] = {2992, 0}},
  [81080] = {t = 1, [5] = {3559, 0.25}, [6] = {3418, 0.25}},
  [81081] = {t = 1, [1] = {3858, 0.25}, [6] = {2909, 0.25}},
  [81082] = {t = 1, [1] = {3810, 0.25}, [8] = {2992, 0.25}},
  [81083] = {t = 1, [5] = {3761, 0.25}, [6] = {3076, 0.25}},
  [81084] = {t = 3, [5] = {3506, 0}, [6] = {3506, 0}},
  [81085] = {t = 2, [5] = {3559, 0}, [7] = {3418, 0}},
  [81086] = {t = 2, [2] = {2664, 0}, [3] = {3997, 0}},
  [81087] = {t = 2, [1] = {3506, 0}, [8] = {3506, 0}},
  [81088] = {t = 4, [6] = {3559, 0}, [5] = {3418, 0}},
  [81089] = {t = 4, [6] = {3559, 0}, [8] = {3418, 0}},
  [81090] = {t = 3, [6] = {3559, 0}, [7] = {3418, 0}},
  [81091] = {t = 1, [8] = {3559, 0.25}, [7] = {3418, 0.25}},
  [81092] = {t = 1, [5] = {3559, 0.25}, [6] = {3418, 0.25}},
  [81093] = {t = 1, [1] = {3711, 0.25}, [6] = {3161, 0.25}},
  [81094] = {t = 4, [6] = {3506, 0}, [1] = {3506, 0}},
  [81095] = {t = 3, [4] = {3761, 0}, [5] = {3076, 0}},
  [81096] = {t = 3, [2] = {3711, 0}, [3] = {3161, 0}},
  [81097] = {t = 3, [6] = {3810, 0}, [1] = {2992, 0}},
  [81098] = {t = 2, [7] = {3711, 0.25}, [5] = {3161, 0.25}},
  [81099] = {t = 2, [6] = {3711, 0.25}, [5] = {3161, 0.25}},
  [81100] = {t = 2, [4] = {3076, 0}, [8] = {3761, 0}},
  [81101] = {t = 2, [2] = {3858, 0}, [8] = {2909, 0}},
  [81102] = {t = 2, [8] = {3076, 0}, [6] = {3761, 0}},
  [81103] = {t = 2, [1] = {3559, 0}, [8] = {3418, 0}},
  [81104] = {t = 1, [1] = {3661, 0.75}, [6] = {3246, 0.75}},
  [81105] = {t = 1, [5] = {3810, 0.75}, [8] = {2992, 0.75}},
  [81106] = {t = 1, [8] = {3610, 0.25}, [6] = {3332, 0.25}},
  [81107] = {t = 1, [8] = {3661, 0}, [5] = {3246, 0}},
  [81108] = {t = 1, [7] = {3332, 0}, [8] = {3610, 0}},
  [81109] = {t = 1, [1] = {3610, 0.25}, [8] = {3332, 0.25}},
  [81110] = {t = 1, [5] = {3711, 0.25}, [4] = {3161, 0.25}},
  [81111] = {t = 2, [1] = {3332, 0.25}, [6] = {3610, 0.25}},
  [81112] = {t = 2, [4] = {2992, 0.25}, [5] = {3810, 0.25}},
  [81113] = {t = 2, [6] = {3610, 0.25}, [8] = {3332, 0.25}},
  [81114] = {t = 2, [5] = {3246, 0.25}, [8] = {3661, 0.25}},
  [81123] = {t = 3, [5] = {3761, 0}, [8] = {3076, 0}},
  [81124] = {t = 3, [2] = {5259, 0}, [4] = {2664, 0}},
  [81126] = {t = 1, [1] = {3997, 0.25}, [5] = {2664, 0.25}},
  [81127] = {t = 2, [1] = {3610, 0.25}, [8] = {3332, 0.25}},
  [81128] = {t = 3, [7] = {3661, 0}, [5] = {3246, 0}},
  [81129] = {t = 3, [8] = {3997, 0}, [5] = {2664, 0}},
  [81130] = {t = 2, [8] = {3506, 0}, [5] = {3506, 0}},
  [81131] = {t = 3, [5] = {3761, 0}, [6] = {3076, 0}},
  [81132] = {t = 2, [1] = {3711, 0}, [8] = {3161, 0}},
  [81133] = {t = 2, [1] = {6667, 0}},
  [81134] = {t = 2, [1] = {3810, 0.25}, [6] = {2992, 0.25}},
  [81135] = {t = 2, [7] = {3661, 0}, [4] = {3246, 0}},
  [81136] = {t = 3, [8] = {3997, 0}, [1] = {2664, 0}},
  [81139] = {t = 3, [3] = {3559, 0}, [8] = {3418, 0}},
  [81140] = {t = 1, [4] = {3810, 0}, [8] = {2992, 0}},
  [81141] = {t = 3, [6] = {3661, 0}, [5] = {3246, 0}},
  [81179] = {t = 3, [1] = {3711, 0}, [8] = {3161, 0}},
  [81180] = {t = 3, [4] = {2992, 0}, [5] = {3810, 0}},
  [81181] = {t = 2, [8] = {6667, 0}},
  [81182] = {t = 3, [4] = {3559, 0}, [8] = {3418, 0}},
  [81184] = {t = 3, [8] = {3858, 0}, [1] = {2909, 0}},
  [81185] = {t = 3, [5] = {3761, 0}, [7] = {3076, 0}},
  [81186] = {t = 3, [6] = {3997, 0}, [4] = {2664, 0}},
  [81187] = {t = 1, [7] = {2992, 0.25}, [8] = {3810, 0.25}},
  [81188] = {t = 1, [5] = {3506, 0.25}, [6] = {3506, 0.25}},
  [81189] = {t = 3, [6] = {2745, 0}, [8] = {3951, 0}},
  [81190] = {t = 2, [6] = {3559, 0}, [5] = {3418, 0}},
  [81191] = {t = 3, [5] = {3661, 0}, [8] = {3246, 0}},
  [81229] = {t = 2, [5] = {3858, 0}, [6] = {2909, 0}},
  [81230] = {t = 3, [2] = {5259, 0}, [7] = {2664, 0}},
  [81232] = {t = 3, [1] = {3711, 0}, [6] = {3161, 0}},
  [81233] = {t = 3, [3] = {5259, 0}, [4] = {2664, 0}},
  [81234] = {t = 3, [6] = {3997, 0}, [4] = {2664, 0}},
  [81235] = {t = 2, [5] = {3506, 0.25}, [6] = {3506, 0.25}},
  [81236] = {t = 3, [1] = {3610, 0}, [8] = {3332, 0}},
  [81237] = {t = 1, [8] = {3076, 0.75}, [5] = {3761, 0.75}},
  [81238] = {t = 2, [1] = {3951, 0}, [8] = {2745, 0}},
  [81239] = {t = 3, [8] = {3418, 0}, [6] = {3559, 0}},
  [81240] = {t = 2, [4] = {3810, 0}, [6] = {2992, 0}},
  [81241] = {t = 1, [5] = {3661, 0.625}, [6] = {3246, 0.875}},
  [81242] = {t = 2, [1] = {3506, 0.25}, [8] = {3506, 0.25}},
  [81244] = {t = 3, [5] = {2745, 0}, [8] = {3951, 0}},
  [81245] = {t = 4, [5] = {3711, 0}, [6] = {3161, 0}},
  [81246] = {t = 2, [1] = {3711, 0}, [8] = {3161, 0}},
  [81247] = {t = 1, [5] = {3610, 0}, [6] = {3332, 0}},
  [81248] = {t = 2, [3] = {5259, 0}, [4] = {2664, 0}},
  [81249] = {t = 2, [7] = {3559, 0.25}, [6] = {3418, 0.25}},
  [81251] = {t = 3, [5] = {3711, 0}, [7] = {3161, 0}},
  [81252] = {t = 3, [6] = {3997, 0}, [4] = {2664, 0}},
  [81253] = {t = 4, [5] = {3761, 0}, [6] = {3076, 0}},
  [81254] = {t = 3, [1] = {3810, 0}, [5] = {2992, 0}},
  [81255] = {t = 2, [6] = {3810, 0.25}, [5] = {2992, 0.25}},
  [81256] = {t = 1, [1] = {2664, 0.25}, [5] = {3997, 0.25}},
  [81257] = {t = 2, [1] = {3506, 0.25}, [8] = {3506, 0.25}},
  [81262] = {t = 1, [1] = {3076, 0.5}, [5] = {3761, 1}},
  [81263] = {t = 2, [4] = {6667, 0}},
  [81265] = {t = 2, [4] = {6667, 0}},
  [81267] = {t = 2, [5] = {6667, 0}},
  [81268] = {t = 2, [7] = {6667, 0}},
  [81270] = {t = 1, [2] = {3661, 0.25}, [3] = {3246, 0.25}},
  [81271] = {t = 3, [5] = {3610, 0}, [6] = {3332, 0}},
  [81272] = {t = 2, [1] = {3076, 0}, [5] = {3761, 0}},
  [81273] = {t = 4, [4] = {3810, 0}, [5] = {2992, 0}},
  [81274] = {t = 1, [8] = {3858, 0.625}, [5] = {2909, 0.875}},
  [81275] = {t = 1, [1] = {3418, 0.25}, [5] = {3559, 0.25}},
  [81276] = {t = 3, [1] = {3246, 0}, [6] = {3661, 0}},
  [81277] = {t = 2, [7] = {2664, 0}, [8] = {3997, 0}},
  [81279] = {t = 1, [5] = {3506, 0}, [4] = {3506, 0}},
  [81280] = {t = 3, [1] = {2909, 0}, [5] = {3858, 0}},
  [81281] = {t = 2, [1] = {3905, 0}, [6] = {2827, 0}},
  [81282] = {t = 3, [4] = {2664, 0}, [5] = {3997, 0}},
  [81283] = {t = 1, [6] = {3506, 0.5}, [8] = {3506, 1}},
  [81284] = {t = 2, [5] = {3711, 0.25}, [7] = {3161, 0.25}},
  [81285] = {t = 1, [8] = {3951, 0.25}, [7] = {2745, 0.25}},
  [81286] = {t = 4, [4] = {3506, 0}, [7] = {3506, 0}},
  [81287] = {t = 2, [2] = {3761, 0.25}, [3] = {3076, 0.25}},
  [81288] = {t = 1, [1] = {3761, 0}, [8] = {3076, 0}},
  [81289] = {t = 1, [8] = {3506, 0.75}, [6] = {3506, 0.75}},
  [81290] = {t = 2, [1] = {3076, 0}, [6] = {3761, 0}},
  [81291] = {t = 2, [8] = {3810, 0.25}, [6] = {2992, 0.25}},
  [81292] = {t = 2, [1] = {3559, 0.25}, [6] = {3418, 0.25}},
  [81560] = {t = 3, [4] = {2664, 0}, [6] = {3997, 0}},
  [81561] = {t = 3, [8] = {3559, 0}, [6] = {3418, 0}},
  [81562] = {t = 3, [8] = {3951, 0}, [5] = {2745, 0}},
  [81563] = {t = 3, [1] = {3810, 0}, [5] = {2992, 0}},
  [81564] = {t = 3, [4] = {3506, 0}, [7] = {3506, 0}},
  [81565] = {t = 3, [5] = {3076, 0}, [8] = {3761, 0}},
  [81566] = {t = 3, [4] = {2992, 0}, [8] = {3810, 0}},
  [81567] = {t = 3, [7] = {2664, 0}, [2] = {5259, 0}},
  [81568] = {t = 3, [3] = {3951, 0}, [8] = {2745, 0}},
  [81569] = {t = 2, [8] = {3711, 0.25}, [5] = {3161, 0.25}},
  [81570] = {t = 1, [7] = {2664, 0.25}, [8] = {3997, 0.25}},
  [81571] = {t = 3, [2] = {3661, 0}, [3] = {3246, 0}},
  [81572] = {t = 3, [5] = {3559, 0}, [6] = {3418, 0}},
  [81573] = {t = 1, [4] = {2664, 0.25}, [5] = {3997, 0.25}},
  [81574] = {t = 1, [3] = {5259, 0.625}, [4] = {2664, 0.875}},
  [81575] = {t = 3, [4] = {2909, 0}, [8] = {3858, 0}},
  [81576] = {t = 1, [5] = {3761, 0}, [6] = {3076, 0}},
  [81577] = {t = 1, [7] = {2664, 0}, [8] = {3997, 0}},
  [81578] = {t = 1, [6] = {3661, 0.625}, [1] = {3246, 0.875}},
  [81687] = {t = 2, [2] = {5259, 0}, [7] = {2664, 0}},
  [81688] = {t = 2, [8] = {3761, 0.25}, [5] = {3076, 0.25}},
  [81689] = {t = 1, [1] = {3661, 0.25}, [5] = {3246, 0.25}},
  [81690] = {t = 2, [1] = {3711, 0.25}, [5] = {3161, 0.25}},
  [81691] = {t = 1, [8] = {3661, 0}, [5] = {3246, 0}},
  [81692] = {t = 1, [5] = {3610, 0.75}, [6] = {3332, 0.75}},
  [81693] = {t = 1, [5] = {3610, 0}, [6] = {3332, 0}},
  [81694] = {t = 3, [4] = {2664, 0}, [5] = {3997, 0}},
  [81695] = {t = 2, [8] = {3761, 0}, [7] = {3076, 0}},
  [81696] = {t = 1, [2] = {3506, 0.25}, [3] = {3506, 0.25}},
  [81697] = {t = 1, [6] = {3858, 0}, [5] = {2909, 0}},
  [81698] = {t = 2, [8] = {3858, 0.25}, [5] = {2909, 0.25}},
  [81699] = {t = 2, [4] = {3246, 0.25}, [5] = {3661, 0.25}},
  [81700] = {t = 3, [5] = {3810, 0}, [8] = {2992, 0}},
  [82437] = {t = 1, [8] = {3076, 0.75}, [6] = {3761, 0.25}},
  [82438] = {t = 2, [8] = {3711, 0}, [4] = {3161, 0.5}},
  [82439] = {t = 1, [8] = {3418, 0.5}, [1] = {3559, 0.5}},
  [82440] = {t = 2, [8] = {3246, 0.5}, [1] = {3661, 0}},
  [82812] = {t = 1, [5] = {3559, 0.25}, [6] = {3418, 0.25}},
  [82813] = {t = 4, [4] = {2745, 0}, [8] = {3951, 0}},
  [82814] = {t = 1, [6] = {2827, 0}, [8] = {3905, 0}},
  [82815] = {t = 2, [6] = {3711, 0}, [8] = {3161, 0}},
  [82816] = {t = 4, [8] = {3858, 0}, [5] = {2909, 0}},
  [82817] = {t = 1, [4] = {3761, 0.25}, [5] = {3076, 0.25}},
  [82818] = {t = 2, [1] = {3661, 0}, [8] = {3246, 0}},
  [82819] = {t = 1, [1] = {3810, 0.25}, [8] = {2992, 0.25}},
  [82820] = {t = 3, [1] = {3610, 0}, [8] = {3332, 0}},
  [82821] = {t = 1, [3] = {5259, 0.25}, [7] = {2664, 0.25}},
  [82822] = {t = 1, [5] = {3246, 0}, [4] = {3661, 0}},
  [82823] = {t = 2, [8] = {3711, 0}, [5] = {3161, 0}},
  [82824] = {t = 1, [7] = {2664, 0}, [5] = {3997, 0}},
  [82825] = {t = 3, [4] = {3711, 0}, [5] = {3161, 0}},
  [82826] = {t = 4, [8] = {3661, 0}, [6] = {3246, 0}},
  [82827] = {t = 2, [1] = {3506, 0}, [6] = {3506, 0}},
  [82828] = {t = 2, [6] = {3610, 0.25}, [8] = {3332, 0.25}},
  [82847] = {t = 3, [8] = {3506, 0}, [1] = {3506, 0}},
  [82848] = {t = 1, [4] = {3761, 0.75}, [8] = {3076, 0.75}},
  [82850] = {t = 3, [2] = {5259, 0}, [4] = {2664, 0}},
  [82851] = {t = 1, [6] = {3858, 0.25}, [5] = {2909, 0.25}},
  [82852] = {t = 2, [8] = {3610, 0.25}, [3] = {3332, 0.25}},
  [82853] = {t = 1, [4] = {3610, 0.5}, [5] = {3332, 1}},
  [82854] = {t = 1, [5] = {3951, 0.25}, [6] = {2745, 0.25}},
  [82855] = {t = 1, [1] = {3761, 0.25}, [5] = {3076, 0.25}},
  [82856] = {t = 2, [6] = {3559, 0}, [5] = {3418, 0}},
  [82857] = {t = 2, [3] = {5259, 0.25}, [4] = {2664, 0.25}},
  [82858] = {t = 2, [6] = {3951, 0}, [4] = {2745, 0}},
  [82859] = {t = 1, [4] = {3161, 0}, [5] = {3711, 0}},
  [82860] = {t = 2, [1] = {3418, 0}, [6] = {3559, 0}},
  [82861] = {t = 2, [8] = {3661, 0}, [4] = {3332, 0}},
  [82862] = {t = 2, [1] = {3610, 0.25}, [5] = {3332, 0.25}},
  [82968] = {t = 3, [1] = {3711, 0}, [8] = {3161, 0}},
  [82969] = {t = 3, [2] = {3610, 0}, [3] = {3332, 0}},
  [82970] = {t = 4, [1] = {3610, 0}, [8] = {3332, 0}},
  [82971] = {t = 4, [5] = {3559, 0}, [8] = {3418, 0}},
  [82972] = {t = 4, [5] = {3858, 0}, [8] = {2906, 0}},
  [82973] = {t = 1, [5] = {3997, 0}, [8] = {2664, 0}},
  [82974] = {t = 4, [5] = {3858, 0}, [8] = {2909, 0}},
  [82975] = {t = 1, [5] = {3418, 1}, [8] = {3559, 0}},
  [82976] = {t = 2, [5] = {3332, 0.5}, [8] = {3610, 0}},
  [82977] = {t = 1, [1] = {3610, 1}, [8] = {3332, 0}},
  [82978] = {t = 2, [1] = {3711, 0}, [8] = {3161, 0.5}},
  [82979] = {t = 1, [2] = {3559, 0}, [8] = {3418, 1}},
  [82980] = {t = 2, [3] = {3418, 0}, [8] = {3559, 0.5}},
  [84345] = {t = 3, [5] = {3761, 0}, [6] = {3076, 0}},
  [84346] = {t = 3, [8] = {3761, 0}, [4] = {3076, 0}},
  [84347] = {t = 3, [7] = {3761, 0}, [5] = {3076, 0}},
  [84348] = {t = 3, [8] = {3761, 0}, [6] = {3076, 0}},
  [84351] = {t = 3, [5] = {3761, 0}, [6] = {3076, 0}},
  [84352] = {t = 3, [4] = {3761, 0}, [8] = {3076, 0}},
  [84353] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [84354] = {t = 2, [4] = {3761, 0.5}, [6] = {3076, 0}},
  [84355] = {t = 2, [1] = {3761, 0.5}, [6] = {3076, 0}},
  [84356] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [84357] = {t = 2, [6] = {3761, 0.5}, [5] = {3076, 0}},
  [84358] = {t = 2, [1] = {3761, 0.5}, [8] = {3076, 0}},
  [84359] = {t = 3, [4] = {3761, 0}, [5] = {3076, 0}},
  [84360] = {t = 3, [8] = {3761, 0}, [6] = {3076, 0}},
  [84361] = {t = 3, [1] = {3761, 0}, [5] = {3076, 0}},
  [84362] = {t = 3, [8] = {3761, 0}, [6] = {3076, 0}},
  [84363] = {t = 3, [5] = {3761, 0}, [6] = {3076, 0}},
  [84364] = {t = 3, [1] = {3761, 0}, [5] = {3076, 0}},
  [84365] = {t = 3, [6] = {3761, 0}, [8] = {3076, 0}},
  [84366] = {t = 3, [5] = {3761, 0}, [8] = {3076, 0}},
  [84367] = {t = 3, [1] = {3761, 0}, [6] = {3076, 0}},
  [84369] = {t = 3, [5] = {3761, 0}, [8] = {3076, 0}},
  [84370] = {t = 3, [4] = {3761, 0}, [6] = {3076, 0}},
  [84371] = {t = 3, [1] = {3761, 0}, [6] = {3076, 0}},
  [84372] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [84373] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [84374] = {t = 1, [8] = {3506, 1.5}, [7] = {3506, 0}},
  [84375] = {t = 1, [6] = {3506, 1}, [5] = {3506, 0}},
  [84376] = {t = 2, [7] = {3506, 0.5}, [6] = {3506, 0}},
  [84377] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [84378] = {t = 1, [8] = {3506, 1.5}, [7] = {3506, 0}},
  [84379] = {t = 1, [6] = {3506, 1}, [5] = {3506, 0}},
  [84380] = {t = 1, [5] = {3506, 1}, [8] = {3506, 0}},
  [84381] = {t = 2, [7] = {3506, 0.5}, [6] = {3506, 0}},
  [84382] = {t = 2, [1] = {3761, 0.5}, [6] = {3076, 0}},
  [84383] = {t = 2, [1] = {3761, 0.5}, [8] = {3076, 0}},
  [84384] = {t = 3, [1] = {3761, 0}, [5] = {3076, 0}},
  [84385] = {t = 2, [1] = {3506, 0.5}, [6] = {3506, 0}},
  [84386] = {t = 1, [8] = {3506, 1.5}, [5] = {3506, 0}},
  [84387] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [84388] = {t = 1, [1] = {3506, 1}, [6] = {3506, 0}},
  [84389] = {t = 2, [1] = {3506, 0.5}, [8] = {3506, 0}},
  [84390] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [84391] = {t = 2, [6] = {3761, 0.5}, [5] = {3076, 0}},
  [84392] = {t = 3, [8] = {3761, 0}, [6] = {3076, 0}},
  [84393] = {t = 2, [1] = {3506, 0.5}, [5] = {3506, 0}},
  [84394] = {t = 1, [6] = {3506, 1.5}, [8] = {3506, 0}},
  [84395] = {t = 1, [8] = {3506, 1}, [6] = {3506, 0}},
  [84396] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [84397] = {t = 2, [6] = {3506, 0.5}, [8] = {3506, 0}},
  [84399] = {t = 2, [5] = {6666, 0}},
  [84400] = {t = 2, [8] = {6666, 0}},
  [84401] = {t = 2, [1] = {6666, 0}},
  [84402] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [84403] = {t = 2, [4] = {3761, 0.5}, [6] = {3076, 0}},
  [84404] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [84405] = {t = 2, [6] = {3761, 0.5}, [5] = {3076, 0}},
  [84406] = {t = 3, [6] = {3761, 0}, [8] = {3076, 0}},
  [84407] = {t = 3, [4] = {3761, 0}, [5] = {3076, 0}},
  [84408] = {t = 1, [5] = {3506, 1}, [8] = {3506, 0}},
  [84409] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [84410] = {t = 1, [8] = {3506, 1.5}, [7] = {3506, 0}},
  [84411] = {t = 1, [6] = {3506, 1}, [5] = {3506, 0}},
  [84412] = {t = 2, [7] = {3506, 0.5}, [6] = {3506, 0}},
  [84413] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [84414] = {t = 1, [8] = {3506, 1.5}, [5] = {3506, 0}},
  [84415] = {t = 1, [6] = {3506, 1}, [8] = {3506, 0}},
  [84416] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [84417] = {t = 2, [8] = {3506, 0.5}, [6] = {3506, 0}},
  [84418] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [84419] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [84420] = {t = 1, [8] = {3506, 1.5}, [7] = {3506, 0}},
  [84421] = {t = 1, [6] = {3506, 1}, [5] = {3506, 0}},
  [84422] = {t = 2, [7] = {3506, 0.5}, [6] = {3506, 0}},
  [84423] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [84424] = {t = 2, [1] = {3761, 0.5}, [6] = {3076, 0}},
  [84425] = {t = 2, [6] = {3761, 0.5}, [5] = {3076, 0}},
  [84426] = {t = 2, [1] = {3761, 0.5}, [8] = {3076, 0}},
  [84427] = {t = 3, [8] = {3761, 0}, [6] = {3076, 0}},
  [84428] = {t = 3, [1] = {3761, 0}, [5] = {3076, 0}},
  [84429] = {t = 1, [1] = {3506, 1}, [6] = {3506, 0}},
  [84430] = {t = 2, [1] = {3506, 0.5}, [6] = {3506, 0}},
  [84431] = {t = 1, [8] = {3506, 1.5}, [5] = {3506, 0}},
  [84432] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [84433] = {t = 2, [1] = {3506, 0.5}, [8] = {3506, 0}},
  [84434] = {t = 2, [4] = {3761, 0.5}, [6] = {3076, 0}},
  [84435] = {t = 2, [8] = {3761, 0.5}, [5] = {3076, 0}},
  [84436] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [84437] = {t = 2, [6] = {3761, 0.5}, [5] = {3076, 0}},
  [84438] = {t = 3, [7] = {3761, 0}, [5] = {3076, 0}},
  [84439] = {t = 3, [6] = {3761, 0}, [8] = {3076, 0}},
  [84440] = {t = 2, [1] = {3506, 0.5}, [6] = {3506, 0}},
  [84441] = {t = 1, [8] = {3506, 1.5}, [5] = {3506, 0}},
  [84442] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [84443] = {t = 1, [1] = {3506, 1}, [6] = {3506, 0}},
  [84444] = {t = 2, [1] = {3506, 0.5}, [8] = {3506, 0}},
  [84445] = {t = 2, [1] = {3506, 0.5}, [5] = {3506, 0}},
  [84446] = {t = 1, [6] = {3506, 1.5}, [8] = {3506, 0}},
  [84447] = {t = 1, [8] = {3506, 1}, [6] = {3506, 0}},
  [84448] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [84449] = {t = 2, [6] = {3506, 0.5}, [8] = {3506, 0}},
  [84450] = {t = 2, [5] = {6667, 0}},
  [84451] = {t = 2, [5] = {6667, 0}},
  [84452] = {t = 2, [8] = {6667, 0}},
  [84453] = {t = 2, [8] = {6667, 0}},
  [84454] = {t = 2, [1] = {6667, 0}},
  [84455] = {t = 2, [1] = {6667, 0}},
  [84456] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [84457] = {t = 2, [4] = {3761, 0.5}, [6] = {3076, 0}},
  [84458] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [84459] = {t = 2, [6] = {3761, 0.5}, [5] = {3076, 0}},
  [84460] = {t = 3, [6] = {3761, 0}, [8] = {3076, 0}},
  [84461] = {t = 3, [4] = {3761, 0}, [5] = {3076, 0}},
  [84462] = {t = 1, [5] = {3506, 1}, [8] = {3506, 0}},
  [84463] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [84464] = {t = 1, [8] = {3506, 1.5}, [7] = {3506, 0}},
  [84465] = {t = 1, [6] = {3506, 1}, [5] = {3506, 0}},
  [84466] = {t = 2, [7] = {3506, 0.5}, [6] = {3506, 0}},
  [84467] = {t = 2, [1] = {3761, 0.5}, [6] = {3076, 0}},
  [84468] = {t = 2, [6] = {3761, 0.5}, [5] = {3076, 0}},
  [84469] = {t = 2, [1] = {3761, 0.5}, [8] = {3076, 0}},
  [84470] = {t = 3, [8] = {3761, 0}, [6] = {3076, 0}},
  [84471] = {t = 3, [1] = {3761, 0}, [5] = {3076, 0}},
  [84472] = {t = 1, [1] = {3506, 1}, [6] = {3506, 0}},
  [84473] = {t = 2, [1] = {3506, 0.5}, [6] = {3506, 0}},
  [84474] = {t = 1, [8] = {3506, 1.5}, [5] = {3506, 0}},
  [84475] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [84476] = {t = 2, [1] = {3506, 0.5}, [8] = {3506, 0}},
  [84477] = {t = 1, [5] = {3506, 1}, [8] = {3506, 0}},
  [84478] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [84479] = {t = 1, [8] = {3506, 1.5}, [7] = {3506, 0}},
  [84480] = {t = 1, [6] = {3506, 1}, [5] = {3506, 0}},
  [84481] = {t = 2, [7] = {3506, 0.5}, [6] = {3506, 0}},
  [84482] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [84483] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [84484] = {t = 2, [1] = {3506, 0.5}, [5] = {3506, 0}},
  [84485] = {t = 1, [6] = {3506, 1.5}, [8] = {3506, 0}},
  [84486] = {t = 1, [8] = {3506, 1}, [6] = {3506, 0}},
  [84487] = {t = 2, [6] = {3506, 0.5}, [8] = {3506, 0}},
  [84491] = {t = 3, [6] = {3761, 0}, [5] = {3076, 0}},
  [84492] = {t = 3, [8] = {3761, 0}, [4] = {3076, 0}},
  [84493] = {t = 3, [7] = {3761, 0}, [5] = {3076, 0}},
  [84494] = {t = 3, [4] = {3761, 0}, [6] = {3076, 0}},
  [84497] = {t = 3, [5] = {3761, 0}, [6] = {3076, 0}},
  [84498] = {t = 3, [4] = {3761, 0}, [8] = {3076, 0}},
  [84499] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [84500] = {t = 1, [8] = {3506, 1.5}, [5] = {3506, 0}},
  [84501] = {t = 1, [6] = {3506, 1}, [8] = {3506, 0}},
  [84502] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [84503] = {t = 2, [8] = {3506, 0.5}, [6] = {3506, 0}},
  [84504] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [84505] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [84506] = {t = 1, [8] = {3506, 1.5}, [7] = {3506, 0}},
  [84507] = {t = 1, [6] = {3506, 1}, [5] = {3506, 0}},
  [84508] = {t = 2, [7] = {3506, 0.5}, [6] = {3506, 0}},
  [84543] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [84544] = {t = 1, [8] = {3506, 1.5}, [7] = {3506, 0}},
  [84545] = {t = 1, [6] = {3506, 1}, [5] = {3506, 0}},
  [84546] = {t = 1, [5] = {3506, 1}, [8] = {3506, 0}},
  [84547] = {t = 2, [7] = {3506, 0.5}, [6] = {3506, 0}},
  [84548] = {t = 2, [1] = {3506, 0.5}, [6] = {3506, 0}},
  [84549] = {t = 1, [8] = {3506, 1.5}, [5] = {3506, 0}},
  [84550] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [84551] = {t = 1, [1] = {3506, 1}, [6] = {3506, 0}},
  [84552] = {t = 2, [1] = {3506, 0.5}, [8] = {3506, 0}},
  [84785] = {t = 1, [5] = {3506, 0}, [8] = {3506, 0}},
  [84786] = {t = 1, [5] = {3506, 0}, [8] = {3506, 0}},
  [84787] = {t = 1, [5] = {3506, 0}, [8] = {3506, 0}},
  [84788] = {t = 1, [1] = {3506, 0}, [8] = {3506, 0}},
  [84789] = {t = 1, [5] = {3506, 0}, [8] = {3506, 0}},
  [84790] = {t = 1, [5] = {3506, 0}, [8] = {3506, 0}},
  [84791] = {t = 1, [5] = {3506, 0}, [8] = {3506, 0}},
  [84792] = {t = 1, [5] = {3506, 1}, [8] = {3506, 0}},
  [84793] = {t = 1, [1] = {3506, 1}, [6] = {3506, 0}},
  [84794] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [84795] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [84796] = {t = 1, [5] = {3506, 1}, [8] = {3506, 0}},
  [84797] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [84798] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [84799] = {t = 1, [5] = {3506, 1}, [8] = {3506, 0}},
  [84800] = {t = 1, [1] = {3506, 1}, [6] = {3506, 0}},
  [84801] = {t = 3, [5] = {3761, 0}, [6] = {3076, 0}},
  [84802] = {t = 3, [1] = {3761, 0}, [5] = {3076, 0}},
  [84803] = {t = 3, [8] = {3761, 0}, [6] = {3076, 0}},
  [84804] = {t = 3, [5] = {3761, 0}, [6] = {3076, 0}},
  [84805] = {t = 3, [8] = {3761, 0}, [4] = {3076, 0}},
  [84806] = {t = 3, [8] = {3761, 0}, [4] = {3076, 0}},
  [84807] = {t = 3, [6] = {3761, 0}, [5] = {3076, 0}},
  [84808] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [84809] = {t = 2, [6] = {3761, 0.5}, [5] = {3076, 0}},
  [84810] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [84811] = {t = 2, [6] = {3761, 0.5}, [5] = {3076, 0}},
  [84812] = {t = 2, [1] = {3761, 0.5}, [8] = {3076, 0}},
  [84813] = {t = 2, [1] = {3761, 0.5}, [8] = {3076, 0}},
  [84814] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [84815] = {t = 2, [6] = {3761, 0.5}, [5] = {3076, 0}},
  [84816] = {t = 2, [1] = {3761, 0.5}, [8] = {3076, 0}},
  [84817] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [84818] = {t = 2, [6] = {3761, 0.5}, [5] = {3076, 0}},
  [84819] = {t = 2, [6] = {3761, 0.5}, [5] = {3076, 0}},
  [84820] = {t = 2, [6] = {3761, 0.5}, [5] = {3076, 0}},
  [84821] = {t = 2, [1] = {3761, 0.5}, [8] = {3076, 0}},
  [84822] = {t = 2, [6] = {3761, 0.5}, [5] = {3076, 0}},
  [84823] = {t = 3, [5] = {3761, 0}, [8] = {3076, 0}},
  [84824] = {t = 3, [4] = {3761, 0}, [6] = {3076, 0}},
  [84825] = {t = 3, [1] = {3761, 0}, [6] = {3076, 0}},
  [84826] = {t = 3, [5] = {3761, 0}, [6] = {3076, 0}},
  [84827] = {t = 3, [4] = {3761, 0}, [8] = {3076, 0}},
  [84828] = {t = 3, [5] = {3761, 0}, [6] = {3076, 0}},
  [84829] = {t = 3, [4] = {3761, 0}, [8] = {3076, 0}},
  [84830] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [84831] = {t = 2, [1] = {3506, 0.5}, [6] = {3506, 0}},
  [84832] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [84833] = {t = 2, [1] = {3506, 0.5}, [6] = {3506, 0}},
  [84834] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [84835] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [84836] = {t = 2, [1] = {3506, 0.5}, [6] = {3506, 0}},
  [84837] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [84838] = {t = 2, [1] = {3506, 0.5}, [5] = {3506, 0}},
  [84839] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [84840] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [84841] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [84842] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [84843] = {t = 2, [1] = {3506, 0.5}, [5] = {3506, 0}},
  [84844] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [84845] = {t = 2, [1] = {3506, 0.5}, [5] = {3506, 0}},
  [84846] = {t = 2, [1] = {3506, 0.5}, [6] = {3506, 0}},
  [84847] = {t = 2, [1] = {3506, 0.5}, [6] = {3506, 0}},
  [84848] = {t = 1, [8] = {3506, 1.5}, [7] = {3506, 0}},
  [84849] = {t = 1, [8] = {3506, 1.5}, [5] = {3506, 0}},
  [84850] = {t = 1, [8] = {3506, 1.5}, [5] = {3506, 0}},
  [84851] = {t = 1, [8] = {3506, 1.5}, [7] = {3506, 0}},
  [84852] = {t = 1, [8] = {3506, 1.5}, [7] = {3506, 0}},
  [84853] = {t = 1, [8] = {3506, 1.5}, [7] = {3506, 0}},
  [84854] = {t = 1, [8] = {3506, 1.5}, [5] = {3506, 0}},
  [84855] = {t = 1, [8] = {3506, 1.5}, [5] = {3506, 0}},
  [84856] = {t = 1, [8] = {3506, 1.5}, [7] = {3506, 0}},
  [84857] = {t = 1, [8] = {3506, 1.5}, [7] = {3506, 0}},
  [84858] = {t = 1, [8] = {3506, 1.5}, [7] = {3506, 0}},
  [84859] = {t = 1, [8] = {3506, 1.5}, [5] = {3506, 0}},
  [84860] = {t = 1, [6] = {3506, 1.5}, [8] = {3506, 0}},
  [84861] = {t = 1, [6] = {3506, 1.5}, [8] = {3506, 0}},
  [84862] = {t = 1, [8] = {3506, 1.5}, [7] = {3506, 0}},
  [84863] = {t = 1, [8] = {3506, 1.5}, [5] = {3506, 0}},
  [84864] = {t = 1, [6] = {3506, 1.5}, [8] = {3506, 0}},
  [84865] = {t = 1, [8] = {3506, 1.5}, [5] = {3506, 0}},
  [84866] = {t = 3, [5] = {3506, 0}, [8] = {2690, 0}},
  [84867] = {t = 3, [1] = {3506, 0}, [8] = {2690, 0}},
  [84868] = {t = 1, [6] = {3506, 1}, [5] = {3506, 0}},
  [84869] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [84870] = {t = 1, [6] = {3506, 1}, [5] = {3506, 0}},
  [84871] = {t = 1, [6] = {3506, 1}, [5] = {3506, 0}},
  [84872] = {t = 1, [6] = {3506, 1}, [5] = {3506, 0}},
  [84873] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [84874] = {t = 1, [6] = {3506, 1}, [5] = {3506, 0}},
  [84875] = {t = 1, [6] = {3506, 1}, [8] = {3506, 0}},
  [84876] = {t = 1, [6] = {3506, 1}, [5] = {3506, 0}},
  [84877] = {t = 1, [6] = {3506, 1}, [5] = {3506, 0}},
  [84878] = {t = 1, [6] = {3506, 1}, [8] = {3506, 0}},
  [84879] = {t = 1, [8] = {3506, 1}, [6] = {3506, 0}},
  [84880] = {t = 1, [8] = {3506, 1}, [6] = {3506, 0}},
  [84881] = {t = 1, [6] = {3506, 1}, [5] = {3506, 0}},
  [84882] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [84883] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [84884] = {t = 1, [8] = {3506, 1}, [6] = {3506, 0}},
  [84885] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [84886] = {t = 3, [6] = {3761, 0}, [8] = {3076, 0}},
  [84887] = {t = 3, [5] = {3761, 0}, [8] = {3076, 0}},
  [84888] = {t = 3, [1] = {3761, 0}, [6] = {3076, 0}},
  [84889] = {t = 3, [7] = {3761, 0}, [5] = {3076, 0}},
  [84890] = {t = 3, [8] = {3761, 0}, [6] = {3076, 0}},
  [84891] = {t = 3, [7] = {3761, 0}, [5] = {3076, 0}},
  [84892] = {t = 3, [4] = {3761, 0}, [6] = {3076, 0}},
  [84893] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [84894] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [84895] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [84896] = {t = 1, [5] = {3506, 0}, [8] = {3506, 0}},
  [84897] = {t = 1, [5] = {3506, 0}, [8] = {3506, 0}},
  [84898] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [84899] = {t = 4, [1] = {3506, 0}, [8] = {3506, 0}},
  [84900] = {t = 1, [5] = {3506, 0}, [8] = {3506, 0}},
  [84901] = {t = 1, [5] = {3506, 1}, [8] = {3506, 0}},
  [84902] = {t = 1, [5] = {3506, 1}, [8] = {3506, 0}},
  [84903] = {t = 1, [1] = {3506, 1}, [6] = {3506, 0}},
  [84904] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [84905] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [84906] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [84907] = {t = 1, [1] = {3506, 1}, [6] = {3506, 0}},
  [84908] = {t = 1, [1] = {3506, 1}, [6] = {3506, 0}},
  [84909] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [84910] = {t = 3, [5] = {3506, 0}, [8] = {2690, 0}},
  [84911] = {t = 3, [5] = {3506, 0}, [8] = {2690, 0}},
  [84912] = {t = 3, [1] = {3506, 0}, [8] = {2690, 0}},
  [84913] = {t = 2, [7] = {3506, 0.5}, [6] = {3506, 0}},
  [84914] = {t = 2, [1] = {3506, 0.5}, [8] = {3506, 0}},
  [84915] = {t = 2, [7] = {3506, 0.5}, [6] = {3506, 0}},
  [84916] = {t = 2, [7] = {3506, 0.5}, [6] = {3506, 0}},
  [84917] = {t = 2, [8] = {3506, 0.5}, [6] = {3506, 0}},
  [84918] = {t = 2, [7] = {3506, 0.5}, [6] = {3506, 0}},
  [84919] = {t = 2, [7] = {3506, 0.5}, [6] = {3506, 0}},
  [84920] = {t = 2, [1] = {3506, 0.5}, [8] = {3506, 0}},
  [84921] = {t = 2, [7] = {3506, 0.5}, [6] = {3506, 0}},
  [84922] = {t = 2, [7] = {3506, 0.5}, [6] = {3506, 0}},
  [84923] = {t = 2, [8] = {3506, 0.5}, [6] = {3506, 0}},
  [84924] = {t = 2, [6] = {3506, 0.5}, [8] = {3506, 0}},
  [84925] = {t = 2, [6] = {3506, 0.5}, [8] = {3506, 0}},
  [84926] = {t = 2, [7] = {3506, 0.5}, [6] = {3506, 0}},
  [84927] = {t = 2, [1] = {3506, 0.5}, [8] = {3506, 0}},
  [84928] = {t = 2, [1] = {3506, 0.5}, [8] = {3506, 0}},
  [84929] = {t = 2, [6] = {3506, 0.5}, [8] = {3506, 0}},
  [84930] = {t = 2, [1] = {3506, 0.5}, [8] = {3506, 0}},
  [84931] = {t = 2, [8] = {6666, 0}},
  [84932] = {t = 2, [1] = {6667, 0}},
  [84933] = {t = 2, [1] = {6667, 0}},
  [84936] = {t = 2, [5] = {6666, 0}},
  [84938] = {t = 2, [8] = {6666, 0}},
  [84939] = {t = 2, [1] = {6666, 0}},
  [84943] = {t = 2, [5] = {6667, 0}},
  [84944] = {t = 2, [5] = {6667, 0}},
  [84945] = {t = 2, [8] = {6666, 0}},
  [84946] = {t = 2, [1] = {3761, 0.5}, [6] = {3076, 0}},
  [84947] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [84948] = {t = 2, [4] = {3761, 0.5}, [6] = {3076, 0}},
  [84949] = {t = 2, [4] = {3761, 0.5}, [6] = {3076, 0}},
  [84950] = {t = 2, [8] = {3761, 0.5}, [5] = {3076, 0}},
  [84951] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [84952] = {t = 2, [1] = {3761, 0.5}, [6] = {3076, 0}},
  [84953] = {t = 2, [1] = {3761, 0.5}, [6] = {3076, 0}},
  [84954] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [84955] = {t = 2, [4] = {3761, 0.5}, [6] = {3076, 0}},
  [84956] = {t = 2, [1] = {3761, 0.5}, [6] = {3076, 0}},
  [84957] = {t = 2, [4] = {3761, 0.5}, [6] = {3076, 0}},
  [84958] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [84959] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [84960] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [84961] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [84962] = {t = 4, [5] = {3506, 0}},
  [84963] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [84964] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [84965] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [84966] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [84967] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [84968] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [84969] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [84970] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [84971] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [84972] = {t = 3, [6] = {3761, 0}, [8] = {3076, 0}},
  [84973] = {t = 3, [4] = {3761, 0}, [5] = {3076, 0}},
  [84974] = {t = 3, [8] = {3761, 0}, [6] = {3076, 0}},
  [84975] = {t = 3, [1] = {3761, 0}, [5] = {3076, 0}},
  [84976] = {t = 3, [1] = {3761, 0}, [5] = {3076, 0}},
  [84977] = {t = 3, [4] = {3761, 0}, [5] = {3076, 0}},
  [84978] = {t = 3, [8] = {3761, 0}, [6] = {3076, 0}},
  [84979] = {t = 3, [1] = {3761, 0}, [5] = {3076, 0}},
  [84980] = {t = 3, [6] = {3761, 0}, [8] = {3076, 0}},
  [84981] = {t = 3, [4] = {3761, 0}, [5] = {3076, 0}},
  [84982] = {t = 3, [8] = {3761, 0}, [6] = {3076, 0}},
  [84983] = {t = 3, [8] = {3761, 0}, [6] = {3076, 0}},
  [84984] = {t = 3, [1] = {3761, 0}, [5] = {3076, 0}},
  [84985] = {t = 3, [7] = {3761, 0}, [5] = {3076, 0}},
  [84986] = {t = 3, [6] = {3761, 0}, [8] = {3076, 0}},
  [84987] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [84988] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [84989] = {t = 1, [5] = {3506, 1}, [8] = {3506, 0}},
  [84990] = {t = 1, [1] = {3506, 1}, [6] = {3506, 0}},
  [84991] = {t = 1, [1] = {3506, 1}, [6] = {3506, 0}},
  [84992] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [84993] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [84994] = {t = 1, [5] = {3506, 1}, [8] = {3506, 0}},
  [84995] = {t = 1, [5] = {3506, 1}, [8] = {3506, 0}},
  [84996] = {t = 2, [6] = {3761, 0.5}, [5] = {3076, 0}},
  [84997] = {t = 2, [6] = {3761, 0.5}, [5] = {3076, 0}},
  [84998] = {t = 2, [1] = {3761, 0.5}, [8] = {3076, 0}},
  [84999] = {t = 2, [6] = {3761, 0.5}, [5] = {3076, 0}},
  [85000] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [85001] = {t = 2, [6] = {3761, 0.5}, [5] = {3076, 0}},
  [85002] = {t = 2, [1] = {3761, 0.5}, [8] = {3076, 0}},
  [85003] = {t = 2, [1] = {3761, 0.5}, [8] = {3076, 0}},
  [85004] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [85005] = {t = 2, [6] = {3761, 0.5}, [5] = {3076, 0}},
  [85006] = {t = 2, [1] = {3761, 0.5}, [8] = {3076, 0}},
  [85007] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [85008] = {t = 2, [6] = {3761, 0.5}, [5] = {3076, 0}},
  [85009] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [85010] = {t = 2, [6] = {3761, 0.5}, [5] = {3076, 0}},
  [85011] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [85012] = {t = 2, [1] = {3506, 0.5}, [5] = {3506, 0}},
  [85013] = {t = 2, [1] = {3506, 0.5}, [6] = {3506, 0}},
  [85014] = {t = 2, [1] = {3506, 0.5}, [6] = {3506, 0}},
  [85015] = {t = 2, [1] = {3506, 0.5}, [6] = {3506, 0}},
  [85016] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [85017] = {t = 2, [1] = {3506, 0.5}, [5] = {3506, 0}},
  [85018] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [85019] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [85020] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [85021] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [85022] = {t = 2, [1] = {3506, 0.5}, [5] = {3506, 0}},
  [85023] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [85024] = {t = 2, [1] = {3506, 0.5}, [6] = {3506, 0}},
  [85025] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [85026] = {t = 2, [1] = {3506, 0.5}, [6] = {3506, 0}},
  [85027] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [85028] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [85029] = {t = 1, [8] = {3506, 1.5}, [5] = {3506, 0}},
  [85030] = {t = 1, [8] = {3506, 1.5}, [5] = {3506, 0}},
  [85031] = {t = 1, [8] = {3506, 1.5}, [5] = {3506, 0}},
  [85032] = {t = 1, [8] = {3506, 1.5}, [7] = {3506, 0}},
  [85033] = {t = 1, [8] = {3506, 1.5}, [7] = {3506, 0}},
  [85034] = {t = 1, [8] = {3506, 1.5}, [7] = {3506, 0}},
  [85035] = {t = 1, [8] = {3506, 1.5}, [5] = {3506, 0}},
  [85036] = {t = 1, [6] = {3506, 1.5}, [8] = {3506, 0}},
  [85037] = {t = 1, [6] = {3506, 1.5}, [8] = {3506, 0}},
  [85038] = {t = 1, [8] = {3506, 1.5}, [7] = {3506, 0}},
  [85039] = {t = 1, [8] = {3506, 1.5}, [5] = {3506, 0}},
  [85040] = {t = 1, [6] = {3506, 1.5}, [8] = {3506, 0}},
  [85041] = {t = 1, [8] = {3506, 1.5}, [7] = {3506, 0}},
  [85042] = {t = 1, [8] = {3506, 1.5}, [5] = {3506, 0}},
  [85043] = {t = 1, [8] = {3506, 1.5}, [5] = {3506, 0}},
  [85044] = {t = 1, [8] = {3506, 1.5}, [7] = {3506, 0}},
  [85045] = {t = 1, [8] = {3506, 1.5}, [7] = {3506, 0}},
  [85046] = {t = 1, [8] = {3506, 1.5}, [7] = {3506, 0}},
  [85047] = {t = 1, [6] = {3506, 1}, [8] = {3506, 0}},
  [85048] = {t = 1, [8] = {3506, 1}, [6] = {3506, 0}},
  [85049] = {t = 1, [8] = {3506, 1}, [6] = {3506, 0}},
  [85050] = {t = 1, [6] = {3506, 1}, [5] = {3506, 0}},
  [85051] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [85052] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [85053] = {t = 1, [8] = {3506, 1}, [6] = {3506, 0}},
  [85054] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [85055] = {t = 1, [6] = {3506, 1}, [5] = {3506, 0}},
  [85056] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [85057] = {t = 1, [6] = {3506, 1}, [5] = {3506, 0}},
  [85058] = {t = 1, [6] = {3506, 1}, [5] = {3506, 0}},
  [85059] = {t = 1, [6] = {3506, 1}, [5] = {3506, 0}},
  [85060] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [85061] = {t = 1, [6] = {3506, 1}, [5] = {3506, 0}},
  [85062] = {t = 1, [6] = {3506, 1}, [8] = {3506, 0}},
  [85063] = {t = 1, [6] = {3506, 1}, [5] = {3506, 0}},
  [85064] = {t = 1, [6] = {3506, 1}, [5] = {3506, 0}},
  [85065] = {t = 1, [5] = {3506, 1}, [8] = {3506, 0}},
  [85066] = {t = 1, [5] = {3506, 1}, [8] = {3506, 0}},
  [85067] = {t = 1, [1] = {3506, 1}, [6] = {3506, 0}},
  [85068] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [85069] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [85070] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [85071] = {t = 1, [1] = {3506, 1}, [6] = {3506, 0}},
  [85072] = {t = 1, [1] = {3506, 1}, [6] = {3506, 0}},
  [85073] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [85074] = {t = 2, [6] = {3506, 0.5}, [8] = {3506, 0}},
  [85075] = {t = 2, [1] = {3506, 0.5}, [8] = {3506, 0}},
  [85076] = {t = 2, [7] = {3506, 0.5}, [6] = {3506, 0}},
  [85077] = {t = 2, [7] = {3506, 0.5}, [6] = {3506, 0}},
  [85078] = {t = 2, [8] = {3506, 0.5}, [6] = {3506, 0}},
  [85079] = {t = 2, [6] = {3506, 0.5}, [8] = {3506, 0}},
  [85080] = {t = 2, [6] = {3506, 0.5}, [8] = {3506, 0}},
  [85081] = {t = 2, [7] = {3506, 0.5}, [6] = {3506, 0}},
  [85082] = {t = 2, [1] = {3506, 0.5}, [8] = {3506, 0}},
  [85083] = {t = 2, [1] = {3506, 0.5}, [8] = {3506, 0}},
  [85084] = {t = 2, [7] = {3506, 0.5}, [6] = {3506, 0}},
  [85085] = {t = 2, [8] = {3506, 0.5}, [6] = {3506, 0}},
  [85086] = {t = 2, [7] = {3506, 0.5}, [6] = {3506, 0}},
  [85087] = {t = 2, [7] = {3506, 0.5}, [6] = {3506, 0}},
  [85088] = {t = 2, [1] = {3506, 0.5}, [8] = {3506, 0}},
  [85089] = {t = 2, [7] = {3506, 0.5}, [6] = {3506, 0}},
  [85090] = {t = 2, [1] = {3506, 0.5}, [8] = {3506, 0}},
  [85091] = {t = 2, [7] = {3506, 0.5}, [6] = {3506, 0}},
  [85092] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [85093] = {t = 2, [4] = {3761, 0.5}, [6] = {3076, 0}},
  [85094] = {t = 2, [1] = {3761, 0.5}, [6] = {3076, 0}},
  [85095] = {t = 2, [4] = {3761, 0.5}, [6] = {3076, 0}},
  [85096] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [85097] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [85098] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [85099] = {t = 2, [1] = {3761, 0.5}, [6] = {3076, 0}},
  [85100] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [85101] = {t = 2, [4] = {3761, 0.5}, [6] = {3076, 0}},
  [85102] = {t = 2, [4] = {3761, 0.5}, [6] = {3076, 0}},
  [85103] = {t = 2, [8] = {3761, 0.5}, [5] = {3076, 0}},
  [85104] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [85105] = {t = 2, [1] = {3761, 0.5}, [6] = {3076, 0}},
  [85106] = {t = 2, [1] = {3761, 0.5}, [6] = {3076, 0}},
  [85107] = {t = 1, [5] = {3506, 0}, [8] = {3506, 0}},
  [85108] = {t = 1, [5] = {3506, 0}, [8] = {3506, 0}},
  [85109] = {t = 1, [5] = {3506, 0}, [8] = {3506, 0}},
  [85110] = {t = 1, [1] = {3506, 0}, [8] = {3506, 0}},
  [85111] = {t = 1, [5] = {3506, 0}, [8] = {3506, 0}},
  [85112] = {t = 1, [5] = {3506, 0}, [8] = {3506, 0}},
  [85113] = {t = 1, [5] = {3506, 0}, [8] = {3506, 0}},
  [85114] = {t = 3, [5] = {3506, 0}, [8] = {2704, 0}},
  [85115] = {t = 3, [1] = {3506, 0}, [8] = {2704, 0}},
  [85116] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [85117] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [85118] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [85119] = {t = 1, [5] = {3506, 0}, [8] = {3506, 0}},
  [85120] = {t = 1, [5] = {3506, 0}, [8] = {3506, 0}},
  [85121] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [85122] = {t = 4, [1] = {3506, 0}, [8] = {3506, 0}},
  [85123] = {t = 1, [5] = {3506, 0}, [8] = {3506, 0}},
  [85124] = {t = 3, [5] = {3506, 0}, [8] = {2704, 0}},
  [85125] = {t = 3, [5] = {3506, 0}, [8] = {2704, 0}},
  [85126] = {t = 3, [1] = {3506, 0}, [8] = {2704, 0}},
  [85127] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [85128] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [85129] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [85130] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [85131] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [85132] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [85133] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [85134] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [85135] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [85136] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [85137] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [85284] = {t = 2, [7] = {3761, 0}, [6] = {3076, 0.5}},
  [85285] = {t = 1, [4] = {2664, 0.25}, [6] = {3997, 0.25}},
  [85286] = {t = 1, [7] = {3332, 0.75}, [8] = {3610, 0.75}},
  [85287] = {t = 2, [5] = {3161, 0}, [4] = {3711, 0}},
  [85288] = {t = 1, [5] = {3506, 0.25}, [8] = {3506, 0.75}},
  [85289] = {t = 1, [5] = {3711, 0.5}, [6] = {3161, 0.5}},
  [85290] = {t = 2, [6] = {3761, 0}, [1] = {3076, 0}},
  [85291] = {t = 1, [5] = {3161, 0.75}, [8] = {3711, 0.75}},
  [85292] = {t = 1, [6] = {3506, 0.25}, [8] = {3506, 0.25}},
  [85293] = {t = 2, [1] = {3418, 0}, [8] = {3559, 0.5}},
  [85294] = {t = 2, [7] = {3761, 0}, [6] = {3076, 0.5}},
  [85295] = {t = 1, [4] = {2664, 0.25}, [6] = {3997, 0.25}},
  [85296] = {t = 1, [7] = {3332, 0.75}, [8] = {3610, 0.75}},
  [85297] = {t = 2, [5] = {3161, 0}, [4] = {3711, 0}},
  [85298] = {t = 1, [5] = {3506, 0.25}, [8] = {3506, 0.75}},
  [85299] = {t = 2, [7] = {3761, 0}, [6] = {3076, 0.5}},
  [85300] = {t = 1, [4] = {2664, 0.25}, [6] = {3997, 0.25}},
  [85301] = {t = 1, [7] = {3332, 0.75}, [8] = {3610, 0.75}},
  [85302] = {t = 2, [5] = {3161, 0}, [4] = {3711, 0}},
  [85303] = {t = 1, [5] = {3506, 0.25}, [8] = {3506, 0.75}},
  [85304] = {t = 2, [1] = {3418, 0}, [8] = {3559, 0.5}},
  [85305] = {t = 1, [5] = {3711, 0.5}, [6] = {3161, 0.5}},
  [85306] = {t = 1, [6] = {3506, 0.25}, [8] = {3506, 0.25}},
  [85307] = {t = 1, [5] = {3161, 0.75}, [8] = {3711, 0.75}},
  [85308] = {t = 2, [6] = {3761, 0}, [1] = {3076, 0}},
  [85309] = {t = 2, [7] = {3761, 0}, [6] = {3076, 0.5}},
  [85310] = {t = 1, [4] = {2664, 0.25}, [6] = {3997, 0.25}},
  [85311] = {t = 1, [7] = {3332, 0.75}, [8] = {3610, 0.75}},
  [85312] = {t = 2, [5] = {3161, 0}, [4] = {3711, 0}},
  [85313] = {t = 1, [5] = {3506, 0.25}, [8] = {3506, 0.75}},
  [85314] = {t = 2, [7] = {2664, 0}, [8] = {3997, 0.5}},
  [85315] = {t = 1, [2] = {3246, 0.25}, [8] = {3661, 0.25}},
  [85316] = {t = 1, [7] = {2664, 1}, [3] = {5259, 0.5}},
  [85317] = {t = 2, [4] = {2664, 0}, [2] = {5259, 0}},
  [85318] = {t = 1, [4] = {2827, 0.75}, [3] = {3905, 0.25}},
  [85319] = {t = 2, [7] = {2664, 0}, [8] = {3997, 0.5}},
  [85320] = {t = 1, [2] = {3246, 0.25}, [8] = {3661, 0.25}},
  [85321] = {t = 1, [7] = {2664, 1}, [3] = {5259, 0.5}},
  [85322] = {t = 2, [4] = {2664, 0}, [2] = {5259, 0}},
  [85323] = {t = 1, [4] = {2827, 0.75}, [3] = {3905, 0.25}},
  [85324] = {t = 2, [7] = {2664, 0}, [8] = {3997, 0.5}},
  [85325] = {t = 1, [2] = {3246, 0.25}, [8] = {3661, 0.25}},
  [85326] = {t = 1, [7] = {2664, 1}, [3] = {5259, 0.5}},
  [85327] = {t = 2, [4] = {2664, 0}, [2] = {5259, 0}},
  [85328] = {t = 1, [4] = {2827, 0.75}, [3] = {3905, 0.25}},
  [85329] = {t = 2, [4] = {3506, 0}, [6] = {3506, 0.5}},
  [85330] = {t = 1, [7] = {3076, 0.25}, [8] = {3761, 0.25}},
  [85331] = {t = 2, [5] = {3332, 0}, [7] = {3610, 0}},
  [85332] = {t = 1, [5] = {3761, 0.5}, [6] = {3076, 0.5}},
  [85333] = {t = 1, [4] = {3506, 0.5}, [8] = {3506, 1}},
  [85334] = {t = 2, [4] = {3506, 0}, [6] = {3506, 0.5}},
  [85335] = {t = 1, [7] = {3076, 0.25}, [8] = {3761, 0.25}},
  [85336] = {t = 1, [4] = {3506, 0.5}, [8] = {3506, 1}},
  [85337] = {t = 2, [5] = {3332, 0}, [7] = {3610, 0}},
  [85338] = {t = 1, [5] = {3761, 0.5}, [6] = {3076, 0.5}},
  [85339] = {t = 2, [4] = {3506, 0}, [6] = {3506, 0.5}},
  [85340] = {t = 1, [7] = {3076, 0.25}, [8] = {3761, 0.25}},
  [85341] = {t = 1, [4] = {3506, 0.5}, [8] = {3506, 1}},
  [85342] = {t = 2, [5] = {3332, 0}, [7] = {3610, 0}},
  [85343] = {t = 1, [5] = {3761, 0.5}, [6] = {3076, 0.5}},
  [85344] = {t = 2, [5] = {3246, 0}, [1] = {3661, 0.5}},
  [85345] = {t = 1, [5] = {3559, 0.25}, [8] = {3418, 0.25}},
  [85346] = {t = 1, [8] = {3506, 0.75}, [1] = {3506, 0.75}},
  [85347] = {t = 2, [6] = {3761, 0}, [1] = {3076, 0}},
  [85348] = {t = 1, [6] = {3246, 0.5}, [1] = {3661, 0.5}},
  [85349] = {t = 2, [5] = {3246, 0}, [1] = {3661, 0.5}},
  [85350] = {t = 1, [5] = {3559, 0.25}, [8] = {3418, 0.25}},
  [85351] = {t = 1, [8] = {3506, 0.75}, [1] = {3506, 0.75}},
  [85352] = {t = 2, [6] = {3761, 0}, [1] = {3076, 0}},
  [85353] = {t = 1, [6] = {3246, 0.5}, [1] = {3661, 0.5}},
  [85354] = {t = 2, [5] = {3246, 0}, [1] = {3661, 0.5}},
  [85355] = {t = 1, [6] = {3246, 0.5}, [1] = {3661, 0.5}},
  [85356] = {t = 1, [5] = {3559, 0.25}, [8] = {3418, 0.25}},
  [85357] = {t = 1, [8] = {3506, 0.75}, [1] = {3506, 0.75}},
  [85358] = {t = 2, [6] = {3761, 0}, [1] = {3076, 0}},
  [85359] = {t = 2, [5] = {3246, 0}, [1] = {3661, 0.5}},
  [85360] = {t = 1, [6] = {3246, 0.5}, [1] = {3661, 0.5}},
  [85361] = {t = 1, [5] = {3559, 0.25}, [8] = {3418, 0.25}},
  [85362] = {t = 1, [8] = {3506, 0.75}, [1] = {3506, 0.75}},
  [85363] = {t = 2, [6] = {3761, 0}, [1] = {3076, 0}},
  [85364] = {t = 2, [6] = {3761, 0}, [1] = {3076, 0}},
  [85365] = {t = 1, [5] = {3161, 0.75}, [8] = {3711, 0.75}},
  [85366] = {t = 1, [6] = {3506, 0.25}, [8] = {3506, 0.25}},
  [85367] = {t = 1, [5] = {3711, 0.5}, [6] = {3161, 0.5}},
  [85368] = {t = 2, [1] = {3418, 0}, [8] = {3559, 0.5}},
  [85369] = {t = 2, [6] = {3761, 0}, [4] = {3076, 0}},
  [85370] = {t = 1, [5] = {3161, 0.75}, [8] = {3711, 0.75}},
  [85371] = {t = 1, [6] = {3506, 0.25}, [8] = {3506, 0.25}},
  [85372] = {t = 1, [5] = {3711, 0.5}, [6] = {3161, 0.5}},
  [85373] = {t = 2, [4] = {3418, 0}, [8] = {3559, 0.5}},
  [85374] = {t = 2, [4] = {3418, 0}, [8] = {3559, 0.5}},
  [85375] = {t = 1, [5] = {3711, 0.5}, [6] = {3161, 0.5}},
  [85376] = {t = 1, [6] = {3506, 0.25}, [8] = {3506, 0.25}},
  [85377] = {t = 1, [5] = {3161, 0.75}, [8] = {3711, 0.75}},
  [85378] = {t = 2, [6] = {3761, 0}, [4] = {3076, 0}},
  [85379] = {t = 1, [5] = {3506, 0.25}, [8] = {3506, 0.75}},
  [85380] = {t = 2, [5] = {3161, 0}, [4] = {3711, 0}},
  [85381] = {t = 1, [7] = {3332, 0.75}, [8] = {3610, 0.75}},
  [85382] = {t = 1, [4] = {2664, 0.25}, [6] = {3997, 0.25}},
  [85383] = {t = 2, [7] = {2664, 0}, [2] = {3997, 0.5}},
  [85384] = {t = 2, [7] = {2664, 0}, [2] = {3997, 0.5}},
  [85385] = {t = 1, [4] = {2664, 0.25}, [6] = {3997, 0.25}},
  [85386] = {t = 1, [7] = {3332, 0.75}, [8] = {3610, 0.75}},
  [85387] = {t = 2, [5] = {3161, 0}, [4] = {3711, 0}},
  [85388] = {t = 1, [5] = {3506, 0.25}, [8] = {3506, 0.75}},
  [85389] = {t = 2, [6] = {3761, 0}, [1] = {3076, 0}},
  [85390] = {t = 1, [8] = {3506, 0.75}, [1] = {3506, 0.75}},
  [85391] = {t = 1, [5] = {3559, 0.25}, [8] = {3418, 0.25}},
  [85392] = {t = 1, [6] = {3246, 0.5}, [1] = {3661, 0.5}},
  [85393] = {t = 2, [5] = {3246, 0}, [1] = {3661, 0.5}},
  [85394] = {t = 1, [5] = {3506, 0.25}, [8] = {3506, 0.75}},
  [85395] = {t = 2, [5] = {3161, 0}, [4] = {3711, 0}},
  [85396] = {t = 1, [7] = {3332, 0.75}, [8] = {3610, 0.75}},
  [85397] = {t = 1, [4] = {2664, 0.25}, [6] = {3997, 0.25}},
  [85398] = {t = 2, [7] = {3761, 0}, [6] = {3076, 0.5}},
  [85787] = {t = 1, [8] = {3711, 0.4}, [5] = {3161, 0.6}},
  [85788] = {t = 1, [8] = {3661, 0.6}, [5] = {3246, 0.4}},
  [85821] = {t = 2, [8] = {3559, 0.35}, [6] = {3418, 0.15}},
  [85822] = {t = 2, [8] = {3559, 0}, [5] = {3418, 0.5}},
  [85823] = {t = 1, [8] = {3559, 1}, [5] = {3418, 0}},
  [85824] = {t = 2, [8] = {3559, 0}, [5] = {3418, 1}},
  [85825] = {t = 2, [8] = {3332, 0}, [1] = {3610, 0.5}},
  [85826] = {t = 1, [6] = {3610, 1}, [1] = {3332, 0}},
  [85827] = {t = 2, [6] = {3332, 0}, [1] = {3610, 0.5}},
  [85828] = {t = 2, [8] = {3418, 0.25}, [5] = {3559, 0.25}},
  [85829] = {t = 1, [8] = {3418, 0.25}, [1] = {3559, 0.75}},
  [85830] = {t = 1, [8] = {3246, 1}, [5] = {3661, 0}},
  [85831] = {t = 2, [6] = {3076, 0}, [5] = {3761, 0}},
  [85840] = {t = 1, [5] = {3418, 1}, [6] = {3559, 0}},
  [85849] = {t = 2, [6] = {3711, 0.5}, [1] = {3161, 0}},
  [85850] = {t = 1, [8] = {3711, 0.5}, [1] = {3161, 0.5}},
  [85922] = {t = 3, [2] = {5259, 0}, [7] = {2664, 0}},
  [85923] = {t = 3, [5] = {3610, 0}, [6] = {3332, 0}},
  [85924] = {t = 4, [6] = {3761, 0}, [4] = {3076, 0}},
  [85925] = {t = 2, [5] = {3810, 0.3}, [8] = {2992, 0.2}},
  [85926] = {t = 1, [5] = {3761, 0.5}, [7] = {3076, 0.5}},
  [85975] = {t = 2, [6] = {3711, 0.3}, [5] = {3161, 0.2}},
  [85976] = {t = 1, [1] = {3559, 0.75}, [6] = {3418, 0.75}},
  [85977] = {t = 2, [1] = {3506, 0.5}, [6] = {3506, 0.5}},
  [85978] = {t = 1, [1] = {3332, 0.5}, [8] = {3610, 0.5}},
  [85979] = {t = 3, [5] = {3661, 0}, [1] = {3246, 0}},
  [85980] = {t = 2, [5] = {3858, 0.3}, [7] = {2909, 0.2}},
  [85982] = {t = 2, [6] = {3711, 0.5}, [7] = {3161, 0.5}},
  [85983] = {t = 3, [2] = {3506, 0}, [3] = {3506, 0}},
  [85984] = {t = 1, [6] = {2909, 0.625}, [5] = {3858, 0.875}},
  [85985] = {t = 3, [5] = {3761, 0}, [7] = {3076, 0}},
  [85986] = {t = 3, [4] = {3661, 0}, [5] = {3246, 0}},
  [85987] = {t = 2, [1] = {3559, 0.5}, [5] = {3418, 0.5}},
  [85988] = {t = 1, [1] = {3711, 0.5}, [6] = {3161, 0.5}},
  [85989] = {t = 1, [1] = {3076, 0.6}, [6] = {3761, 0.9}},
  [85990] = {t = 1, [5] = {3661, 0.5}, [8] = {3246, 0.5}},
  [85991] = {t = 3, [4] = {3332, 0}, [6] = {3610, 0}},
  [85992] = {t = 2, [8] = {3610, 0.3}, [2] = {3332, 0.2}},
  [85993] = {t = 2, [8] = {3905, 0.5}, [4] = {2827, 0.5}},
  [85994] = {t = 4, [8] = {3161, 0}, [6] = {3711, 0}},
  [85995] = {t = 2, [8] = {2664, 0.25}, [7] = {3997, 0.25}},
  [85996] = {t = 3, [6] = {3661, 0}, [1] = {3246, 0}},
  [85997] = {t = 2, [1] = {3332, 0.3}, [5] = {3610, 0.2}},
  [86027] = {t = 3, [1] = {3506, 0}, [6] = {3506, 0}},
  [86038] = {t = 3, [1] = {3661, 0}, [5] = {3246, 0}},
  [86039] = {t = 2, [1] = {3559, 0.25}, [8] = {3418, 0.25}},
  [86040] = {t = 1, [8] = {3858, 0.5}, [1] = {2909, 0.5}},
  [86041] = {t = 2, [6] = {3559, 0.25}, [5] = {3418, 0.25}},
  [86047] = {t = 3, [6] = {3661, 0}, [7] = {3246, 0}},
  [86071] = {t = 1, [8] = {3997, 0}, [6] = {2664, 0}},
  [86075] = {t = 3, [3] = {3559, 0}, [2] = {3418, 0}},
  [86076] = {t = 1, [8] = {3076, 0.5}, [6] = {3761, 0.5}},
  [86080] = {t = 2, [3] = {5259, 0.25}, [4] = {2664, 0.25}},
  [86081] = {t = 1, [5] = {3610, 0.5}, [6] = {3332, 0.5}},
  [86082] = {t = 3, [7] = {3858, 0}, [6] = {2909, 0}},
  [86083] = {t = 3, [1] = {3711, 0}, [8] = {3161, 0}},
  [86084] = {t = 2, [6] = {3246, 0.3}, [8] = {3661, 0.2}},
  [86086] = {t = 2, [1] = {3076, 0.5}, [5] = {3761, 0.5}},
  [86127] = {t = 3, [1] = {3246, 0}, [5] = {3661, 0}},
  [86128] = {t = 2, [6] = {3559, 0.25}, [8] = {3418, 0.25}},
  [86129] = {t = 1, [1] = {3559, 0.6}, [5] = {3418, 0.9}},
  [86130] = {t = 4, [4] = {3661, 0}, [7] = {3246, 0}},
  [86131] = {t = 2, [8] = {6667, 0}},
  [86132] = {t = 2, [8] = {6667, 0}},
  [86133] = {t = 2, [6] = {6667, 0}},
  [86134] = {t = 2, [2] = {3761, 0.5}, [8] = {3076, 0.5}},
  [86135] = {t = 2, [4] = {3246, 0.25}, [6] = {3661, 0.25}},
  [86136] = {t = 1, [5] = {3161, 0.5}, [6] = {3711, 0.5}},
  [86137] = {t = 4, [5] = {3997, 0}, [6] = {2664, 0}},
  [86138] = {t = 2, [1] = {3810, 0.3}, [5] = {2992, 0.2}},
  [86139] = {t = 2, [8] = {3506, 0.5}, [6] = {3506, 0.5}},
  [86140] = {t = 1, [5] = {3858, 0}, [7] = {2909, 0}},
  [86141] = {t = 2, [1] = {3161, 0.25}, [6] = {3711, 0.25}},
  [86142] = {t = 1, [5] = {3858, 0}, [7] = {2909, 0}},
  [86144] = {t = 2, [6] = {6667, 0}},
  [86145] = {t = 1, [4] = {2664, 0.5}, [6] = {3997, 0.5}},
  [86146] = {t = 1, [6] = {3506, 0.5}, [5] = {3506, 1}},
  [86147] = {t = 2, [1] = {6667, 0}},
  [86148] = {t = 4, [8] = {3711, 0}, [1] = {3161, 0}},
  [86149] = {t = 2, [1] = {3661, 0.25}, [6] = {3246, 0.25}},
  [86150] = {t = 1, [1] = {3997, 0.5}, [6] = {2664, 0.5}},
  [86151] = {t = 1, [4] = {3661, 0.4}, [6] = {3246, 1.1}},
  [86152] = {t = 3, [6] = {3559, 0}, [5] = {3418, 0}},
  [86153] = {t = 2, [6] = {3810, 0.3}, [5] = {2992, 0.2}},
  [86154] = {t = 3, [6] = {3661, 0}, [4] = {3246, 0}},
  [86155] = {t = 3, [3] = {5259, 0}, [7] = {2664, 0}},
  [86156] = {t = 3, [4] = {3076, 0}, [5] = {3761, 0}},
  [86157] = {t = 3, [8] = {3418, 0}, [6] = {3559, 0}},
  [86158] = {t = 1, [1] = {3076, 0.5}, [8] = {3761, 0.5}},
  [86159] = {t = 2, [1] = {2664, 0.25}, [5] = {3997, 0.25}},
  [86160] = {t = 1, [1] = {3506, 0.5}, [8] = {3506, 0.5}},
  [86161] = {t = 2, [1] = {3246, 0.25}, [5] = {3661, 0.25}},
  [86162] = {t = 3, [7] = {2745, 0}, [6] = {3951, 0}},
  [86163] = {t = 3, [6] = {3610, 0}, [5] = {3332, 0}},
  [86164] = {t = 2, [6] = {3761, 0.5}, [8] = {3076, 0.5}},
  [86165] = {t = 2, [3] = {3506, 0.25}, [2] = {3506, 0.25}},
  [86166] = {t = 3, [5] = {3858, 0}, [8] = {2909, 0}},
  [86167] = {t = 2, [1] = {3661, 0.3}, [6] = {3246, 0.2}},
  [86168] = {t = 3, [1] = {3332, 0}, [6] = {3610, 0}},
  [86169] = {t = 3, [8] = {3711, 0}, [1] = {3161, 0}},
  [86170] = {t = 3, [4] = {3418, 0}, [6] = {3559, 0}},
  [86171] = {t = 3, [4] = {2664, 0}, [5] = {3997, 0}},
  [86172] = {t = 3, [8] = {3076, 0}, [2] = {3761, 0}},
  [86173] = {t = 3, [5] = {3506, 0}, [8] = {3506, 0}},
  [86174] = {t = 1, [3] = {3506, 0.625}, [2] = {3506, 0.875}},
  [86175] = {t = 2, [8] = {3559, 0.25}, [6] = {3418, 0.25}},
  [86176] = {t = 2, [6] = {3951, 0.25}, [4] = {2745, 0.25}},
  [86177] = {t = 3, [5] = {3997, 0}, [8] = {2664, 0}},
  [86178] = {t = 2, [4] = {2745, 0.3}, [8] = {3951, 0.2}},
  [86179] = {t = 2, [1] = {3858, 0.25}, [5] = {2909, 0.25}},
  [86180] = {t = 1, [1] = {3076, 0.5}, [8] = {3761, 0.5}},
  [86181] = {t = 1, [8] = {3506, 0.625}, [6] = {3506, 0.875}},
  [86182] = {t = 3, [4] = {2992, 0}, [5] = {3810, 0}},
  [86183] = {t = 3, [4] = {3076, 0}, [5] = {3761, 0}},
  [86184] = {t = 3, [5] = {3761, 0}, [8] = {3076, 0}},
  [86185] = {t = 3, [7] = {2827, 0}, [8] = {3905, 0}},
  [86186] = {t = 3, [5] = {3711, 0}, [6] = {3161, 0}},
  [86187] = {t = 3, [8] = {3610, 0}, [6] = {3332, 0}},
  [86188] = {t = 3, [1] = {2909, 0}, [8] = {3858, 0}},
  [86189] = {t = 3, [4] = {3506, 0}, [8] = {3506, 0}},
  [86190] = {t = 3, [2] = {5259, 0}, [7] = {2664, 0}},
  [86191] = {t = 3, [5] = {3559, 0}, [6] = {3418, 0}},
  [86192] = {t = 3, [1] = {3810, 0}, [6] = {2992, 0}},
  [86200] = {t = 3, [7] = {2992, 0}, [8] = {3810, 0}},
  [86201] = {t = 2, [6] = {3761, 0.3}, [4] = {3076, 0.2}},
  [86202] = {t = 3, [2] = {3997, 0}, [8] = {2664, 0}},
  [86203] = {t = 1, [4] = {2664, 0.5}, [3] = {5259, 0.5}},
  [86204] = {t = 2, [5] = {3610, 0.25}, [8] = {3332, 0.25}},
  [86205] = {t = 3, [1] = {3076, 0}, [5] = {3761, 0}},
  [86210] = {t = 2, [4] = {3246, 0.5}, [6] = {3661, 0.5}},
  [86211] = {t = 3, [1] = {2992, 0}, [8] = {3810, 0}},
  [86212] = {t = 2, [8] = {3761, 0.3}, [7] = {3076, 0.2}},
  [86213] = {t = 2, [5] = {3711, 0.25}, [8] = {3161, 0.25}},
  [86214] = {t = 2, [6] = {3559, 0.3}, [5] = {3418, 0.2}},
  [86217] = {t = 4, [6] = {3661, 0.25}, [1] = {3246, 0.25}},
  [86219] = {t = 4, [4] = {3559, 0.25}, [8] = {3418, 0.25}},
  [86226] = {t = 4, [7] = {2745, 0}, [5] = {3951, 0}},
  [86227] = {t = 4, [1] = {3610, 0}, [5] = {3332, 0}},
  [86228] = {t = 1, [6] = {3506, 0.625}, [5] = {3506, 0.875}},
  [86229] = {t = 1, [8] = {2664, 0.5}, [5] = {3997, 0.5}},
  [86230] = {t = 3, [8] = {3997, 0}, [4] = {2664, 0}},
  [86231] = {t = 3, [5] = {3661, 0}, [6] = {3246, 0}},
  [86232] = {t = 2, [3] = {5259, 0.3}, [4] = {2664, 0.2}},
  [86233] = {t = 3, [7] = {2992, 0}, [4] = {3810, 0}},
  [86234] = {t = 3, [2] = {3506, 0}, [3] = {3506, 0}},
  [86311] = {t = 1, [8] = {3418, 0.5}, [5] = {3559, 0.5}},
  [86312] = {t = 1, [6] = {3418, 0.5}, [1] = {3559, 0.5}},
  [86313] = {t = 2, [8] = {3661, 0.25}, [5] = {3246, 0.25}},
  [86314] = {t = 2, [6] = {3246, 0.5}, [1] = {3661, 0}},
  [86315] = {t = 3, [1] = {3076, 0}, [6] = {3761, 0}},
  [86316] = {t = 3, [8] = {3610, 0}, [6] = {3332, 0}},
  [86317] = {t = 3, [1] = {3506, 0}, [8] = {3506, 0}},
  [86318] = {t = 1, [6] = {3661, 0.625}, [1] = {3246, 0.875}},
  [86319] = {t = 2, [1] = {2664, 0.3}, [6] = {3997, 0.2}},
  [86320] = {t = 2, [1] = {3332, 0.3}, [6] = {3610, 0.2}},
  [86321] = {t = 1, [7] = {3559, 0}, [8] = {3418, 0}},
  [86322] = {t = 3, [5] = {3810, 0}, [4] = {2992, 0}},
  [86323] = {t = 2, [8] = {6667, 0}},
  [86324] = {t = 1, [6] = {3858, 0.5}, [4] = {2909, 0.5}},
  [86325] = {t = 3, [3] = {3559, 0}, [2] = {3418, 0}},
  [86326] = {t = 2, [1] = {3858, 0.5}, [8] = {2909, 0.5}},
  [86328] = {t = 4, [5] = {3559, 0}, [6] = {3418, 0}},
  [86329] = {t = 2, [1] = {3661, 0.3}, [8] = {3246, 0.2}},
  [86330] = {t = 2, [8] = {2992, 0.3}, [6] = {3810, 0.2}},
  [86331] = {t = 1, [8] = {3610, 0}, [6] = {3332, 0}},
  [86333] = {t = 1, [2] = {3559, 0.5}, [8] = {3418, 0.5}},
  [86334] = {t = 1, [4] = {2992, 0.5}, [8] = {3810, 0.5}},
  [86335] = {t = 1, [6] = {3661, 0}, [5] = {3246, 0}},
  [86337] = {t = 2, [1] = {3559, 0.25}, [6] = {3418, 0.25}},
  [86338] = {t = 2, [4] = {3076, 0.25}, [8] = {3761, 0.25}},
  [86339] = {t = 2, [5] = {3610, 0.25}, [6] = {3332, 0.25}},
  [86340] = {t = 2, [1] = {3711, 0.25}, [8] = {3161, 0.25}},
  [86341] = {t = 2, [5] = {3661, 0.25}, [4] = {3246, 0.25}},
  [86342] = {t = 2, [1] = {3161, 0.25}, [6] = {3711, 0.25}},
  [86343] = {t = 2, [6] = {3610, 0.25}, [7] = {3332, 0.25}},
  [86383] = {t = 2, [1] = {3997, 0.25}, [8] = {2664, 0.25}},
  [86384] = {t = 2, [2] = {5259, 0.25}, [7] = {2664, 0.25}},
  [86385] = {t = 2, [5] = {3905, 0.25}, [4] = {2827, 0.25}},
  [86386] = {t = 1, [8] = {3506, 0}, [5] = {3506, 0}},
  [86387] = {t = 4, [4] = {3559, 0}, [8] = {3418, 0}},
  [86389] = {t = 1, [4] = {3246, 0.5}, [6] = {3661, 0.5}},
  [86390] = {t = 4, [8] = {3761, 0.25}, [5] = {3076, 0.25}},
  [86391] = {t = 4, [8] = {3810, 0}, [7] = {2992, 0}},
  [86513] = {t = 1, [5] = {3506, 0.5}, [1] = {3506, 0.5}},
  [86514] = {t = 2, [6] = {3076, 0.25}, [5] = {3761, 0.25}},
  [86624] = {t = 2, [7] = {3761, 0}, [6] = {3076, 0.5}},
  [86625] = {t = 1, [4] = {2664, 0.25}, [6] = {3997, 0.25}},
  [86626] = {t = 1, [7] = {3332, 0.75}, [8] = {3610, 0.75}},
  [86627] = {t = 2, [5] = {3161, 0}, [4] = {3711, 0}},
  [86628] = {t = 1, [5] = {3506, 0.25}, [8] = {3506, 0.75}},
  [86629] = {t = 1, [5] = {3711, 0.5}, [6] = {3161, 0.5}},
  [86630] = {t = 2, [6] = {3761, 0}, [1] = {3076, 0}},
  [86631] = {t = 1, [5] = {3161, 0.75}, [8] = {3711, 0.75}},
  [86632] = {t = 1, [6] = {3506, 0.25}, [8] = {3506, 0.25}},
  [86633] = {t = 2, [1] = {3418, 0}, [8] = {3559, 0.5}},
  [86634] = {t = 2, [7] = {3761, 0}, [6] = {3076, 0.5}},
  [86635] = {t = 1, [4] = {2664, 0.25}, [6] = {3997, 0.25}},
  [86636] = {t = 1, [7] = {3332, 0.75}, [8] = {3610, 0.75}},
  [86637] = {t = 2, [5] = {3161, 0}, [4] = {3711, 0}},
  [86638] = {t = 1, [5] = {3506, 0.25}, [8] = {3506, 0.75}},
  [86639] = {t = 2, [7] = {3761, 0}, [6] = {3076, 0.5}},
  [86640] = {t = 1, [4] = {2664, 0.25}, [6] = {3997, 0.25}},
  [86641] = {t = 1, [7] = {3332, 0.75}, [8] = {3610, 0.75}},
  [86642] = {t = 2, [5] = {3161, 0}, [4] = {3711, 0}},
  [86643] = {t = 1, [5] = {3506, 0.25}, [8] = {3506, 0.75}},
  [86644] = {t = 2, [1] = {3418, 0}, [8] = {3559, 0.5}},
  [86645] = {t = 1, [5] = {3711, 0.5}, [6] = {3161, 0.5}},
  [86646] = {t = 1, [6] = {3506, 0.25}, [8] = {3506, 0.25}},
  [86647] = {t = 1, [5] = {3161, 0.75}, [8] = {3711, 0.75}},
  [86648] = {t = 2, [6] = {3761, 0}, [1] = {3076, 0}},
  [86649] = {t = 2, [7] = {3761, 0}, [6] = {3076, 0.5}},
  [86650] = {t = 1, [4] = {2664, 0.25}, [6] = {3997, 0.25}},
  [86651] = {t = 1, [7] = {3332, 0.75}, [8] = {3610, 0.75}},
  [86652] = {t = 2, [5] = {3161, 0}, [4] = {3711, 0}},
  [86653] = {t = 1, [5] = {3506, 0.25}, [8] = {3506, 0.75}},
  [86654] = {t = 2, [7] = {2664, 0}, [8] = {3997, 0.5}},
  [86655] = {t = 1, [2] = {3246, 0.25}, [8] = {3661, 0.25}},
  [86656] = {t = 1, [7] = {2664, 1}, [3] = {5259, 0.5}},
  [86657] = {t = 2, [4] = {2664, 0}, [2] = {5259, 0}},
  [86658] = {t = 1, [4] = {2827, 0.75}, [3] = {3905, 0.25}},
  [86659] = {t = 2, [7] = {2664, 0}, [8] = {3997, 0.5}},
  [86660] = {t = 1, [2] = {3246, 0.25}, [8] = {3661, 0.25}},
  [86661] = {t = 1, [7] = {2664, 1}, [3] = {5259, 0.5}},
  [86662] = {t = 2, [4] = {2664, 0}, [2] = {5259, 0}},
  [86663] = {t = 1, [4] = {2827, 0.75}, [3] = {3905, 0.25}},
  [86664] = {t = 2, [7] = {2664, 0}, [8] = {3997, 0.5}},
  [86665] = {t = 1, [2] = {3246, 0.25}, [8] = {3661, 0.25}},
  [86666] = {t = 1, [7] = {2664, 1}, [3] = {5259, 0.5}},
  [86667] = {t = 2, [4] = {2664, 0}, [2] = {5259, 0}},
  [86668] = {t = 1, [4] = {2827, 0.75}, [3] = {3905, 0.25}},
  [86669] = {t = 2, [4] = {3506, 0}, [6] = {3506, 0.5}},
  [86670] = {t = 1, [7] = {3076, 0.25}, [8] = {3761, 0.25}},
  [86671] = {t = 2, [5] = {3332, 0}, [7] = {3610, 0}},
  [86672] = {t = 1, [5] = {3761, 0.5}, [6] = {3076, 0.5}},
  [86673] = {t = 1, [4] = {3506, 0.5}, [8] = {3506, 1}},
  [86674] = {t = 2, [4] = {3506, 0}, [6] = {3506, 0.5}},
  [86675] = {t = 1, [7] = {3076, 0.25}, [8] = {3761, 0.25}},
  [86676] = {t = 1, [4] = {3506, 0.5}, [8] = {3506, 1}},
  [86677] = {t = 2, [5] = {3332, 0}, [7] = {3610, 0}},
  [86678] = {t = 1, [5] = {3761, 0.5}, [6] = {3076, 0.5}},
  [86679] = {t = 2, [4] = {3506, 0}, [6] = {3506, 0.5}},
  [86680] = {t = 1, [7] = {3076, 0.25}, [8] = {3761, 0.25}},
  [86681] = {t = 1, [4] = {3506, 0.5}, [8] = {3506, 1}},
  [86682] = {t = 2, [5] = {3332, 0}, [7] = {3610, 0}},
  [86683] = {t = 1, [5] = {3761, 0.5}, [6] = {3076, 0.5}},
  [86684] = {t = 2, [5] = {3246, 0}, [1] = {3661, 0.5}},
  [86685] = {t = 1, [5] = {3559, 0.25}, [8] = {3418, 0.25}},
  [86686] = {t = 1, [8] = {3506, 0.75}, [1] = {3506, 0.75}},
  [86687] = {t = 2, [6] = {3761, 0}, [1] = {3076, 0}},
  [86688] = {t = 1, [6] = {3246, 0.5}, [1] = {3661, 0.5}},
  [86689] = {t = 2, [5] = {3246, 0}, [1] = {3661, 0.5}},
  [86690] = {t = 1, [5] = {3559, 0.25}, [8] = {3418, 0.25}},
  [86691] = {t = 1, [8] = {3506, 0.75}, [1] = {3506, 0.75}},
  [86692] = {t = 2, [6] = {3761, 0}, [1] = {3076, 0}},
  [86693] = {t = 1, [6] = {3246, 0.5}, [1] = {3661, 0.5}},
  [86694] = {t = 2, [5] = {3246, 0}, [1] = {3661, 0.5}},
  [86695] = {t = 1, [6] = {3246, 0.5}, [1] = {3661, 0.5}},
  [86696] = {t = 1, [5] = {3559, 0.25}, [8] = {3418, 0.25}},
  [86697] = {t = 1, [8] = {3506, 0.75}, [1] = {3506, 0.75}},
  [86698] = {t = 2, [6] = {3761, 0}, [1] = {3076, 0}},
  [86699] = {t = 2, [5] = {3246, 0}, [1] = {3661, 0.5}},
  [86700] = {t = 1, [6] = {3246, 0.5}, [1] = {3661, 0.5}},
  [86701] = {t = 1, [5] = {3559, 0.25}, [8] = {3418, 0.25}},
  [86702] = {t = 1, [8] = {3506, 0.75}, [1] = {3506, 0.75}},
  [86703] = {t = 2, [6] = {3761, 0}, [1] = {3076, 0}},
  [86704] = {t = 2, [6] = {3761, 0}, [1] = {3076, 0}},
  [86705] = {t = 1, [5] = {3161, 0.75}, [8] = {3711, 0.75}},
  [86706] = {t = 1, [6] = {3506, 0.25}, [8] = {3506, 0.25}},
  [86707] = {t = 1, [5] = {3711, 0.5}, [6] = {3161, 0.5}},
  [86708] = {t = 2, [1] = {3418, 0}, [8] = {3559, 0.5}},
  [86709] = {t = 2, [6] = {3761, 0}, [4] = {3076, 0}},
  [86710] = {t = 1, [5] = {3161, 0.75}, [8] = {3711, 0.75}},
  [86711] = {t = 1, [6] = {3506, 0.25}, [8] = {3506, 0.25}},
  [86712] = {t = 1, [5] = {3711, 0.5}, [6] = {3161, 0.5}},
  [86713] = {t = 2, [4] = {3418, 0}, [8] = {3559, 0.5}},
  [86714] = {t = 2, [4] = {3418, 0}, [8] = {3559, 0.5}},
  [86715] = {t = 1, [5] = {3711, 0.5}, [6] = {3161, 0.5}},
  [86716] = {t = 1, [6] = {3506, 0.25}, [8] = {3506, 0.25}},
  [86717] = {t = 1, [5] = {3161, 0.75}, [8] = {3711, 0.75}},
  [86718] = {t = 2, [6] = {3761, 0}, [4] = {3076, 0}},
  [86719] = {t = 1, [5] = {3506, 0.25}, [8] = {3506, 0.75}},
  [86720] = {t = 2, [5] = {3161, 0}, [4] = {3711, 0}},
  [86721] = {t = 1, [7] = {3332, 0.75}, [8] = {3610, 0.75}},
  [86722] = {t = 1, [4] = {2664, 0.25}, [6] = {3997, 0.25}},
  [86723] = {t = 2, [7] = {2664, 0}, [2] = {3997, 0.5}},
  [86724] = {t = 2, [7] = {2664, 0}, [2] = {3997, 0.5}},
  [86725] = {t = 1, [4] = {2664, 0.25}, [6] = {3997, 0.25}},
  [86726] = {t = 1, [7] = {3332, 0.75}, [8] = {3610, 0.75}},
  [86727] = {t = 2, [5] = {3161, 0}, [4] = {3711, 0}},
  [86728] = {t = 1, [5] = {3506, 0.25}, [8] = {3506, 0.75}},
  [86729] = {t = 2, [6] = {3761, 0}, [1] = {3076, 0}},
  [86730] = {t = 1, [8] = {3506, 0.75}, [1] = {3506, 0.75}},
  [86731] = {t = 1, [5] = {3559, 0.25}, [8] = {3418, 0.25}},
  [86732] = {t = 1, [6] = {3246, 0.5}, [1] = {3661, 0.5}},
  [86733] = {t = 2, [5] = {3246, 0}, [1] = {3661, 0.5}},
  [86734] = {t = 1, [5] = {3506, 0.25}, [8] = {3506, 0.75}},
  [86735] = {t = 2, [5] = {3161, 0}, [4] = {3711, 0}},
  [86736] = {t = 1, [7] = {3332, 0.75}, [8] = {3610, 0.75}},
  [86737] = {t = 1, [4] = {2664, 0.25}, [6] = {3997, 0.25}},
  [86738] = {t = 2, [7] = {3761, 0}, [6] = {3076, 0.5}},
  [86739] = {t = 3, [2] = {5259, 0}, [7] = {2664, 0}},
  [86740] = {t = 3, [5] = {3610, 0}, [6] = {3332, 0}},
  [86741] = {t = 4, [6] = {3761, 0}, [4] = {3076, 0}},
  [86742] = {t = 2, [5] = {3810, 0.3}, [8] = {2992, 0.2}},
  [86743] = {t = 1, [5] = {3761, 0.5}, [7] = {3076, 0.5}},
  [86744] = {t = 2, [6] = {3711, 0.3}, [5] = {3161, 0.2}},
  [86745] = {t = 1, [1] = {3559, 0.75}, [6] = {3418, 0.75}},
  [86746] = {t = 2, [1] = {3506, 0.5}, [6] = {3506, 0.5}},
  [86747] = {t = 1, [1] = {3332, 0.5}, [8] = {3610, 0.5}},
  [86748] = {t = 3, [1] = {3661, 0}, [5] = {3246, 0}},
  [86749] = {t = 2, [5] = {3858, 0.3}, [7] = {2909, 0.2}},
  [86750] = {t = 2, [6] = {3711, 0.5}, [7] = {3161, 0.5}},
  [86751] = {t = 3, [2] = {3506, 0}, [3] = {3506, 0}},
  [86752] = {t = 1, [6] = {2909, 0.625}, [5] = {3858, 0.875}},
  [86753] = {t = 3, [5] = {3761, 0}, [7] = {3076, 0}},
  [86754] = {t = 3, [4] = {3661, 0}, [5] = {3246, 0}},
  [86755] = {t = 2, [1] = {3559, 0.5}, [5] = {3418, 0.5}},
  [86756] = {t = 1, [1] = {3711, 0.5}, [6] = {3161, 0.5}},
  [86757] = {t = 1, [1] = {3076, 0.6}, [6] = {3761, 0.9}},
  [86758] = {t = 1, [5] = {3661, 0.5}, [8] = {3246, 0.5}},
  [86759] = {t = 3, [4] = {3332, 0}, [6] = {3610, 0}},
  [86760] = {t = 2, [8] = {3610, 0.3}, [2] = {3332, 0.2}},
  [86761] = {t = 2, [8] = {3905, 0.5}, [4] = {2827, 0.5}},
  [86762] = {t = 4, [8] = {3161, 0}, [6] = {3711, 0}},
  [86763] = {t = 2, [8] = {2664, 0.25}, [7] = {3997, 0.25}},
  [86764] = {t = 3, [6] = {3661, 0}, [1] = {3246, 0}},
  [86765] = {t = 2, [1] = {3332, 0.3}, [5] = {3610, 0.2}},
  [86766] = {t = 3, [1] = {3506, 0}, [6] = {3506, 0}},
  [86767] = {t = 3, [1] = {3661, 0}, [5] = {3246, 0}},
  [86768] = {t = 2, [1] = {3559, 0.25}, [8] = {3418, 0.25}},
  [86769] = {t = 1, [8] = {3858, 0.5}, [1] = {2909, 0.5}},
  [86770] = {t = 2, [6] = {3559, 0.25}, [5] = {3418, 0.25}},
  [86776] = {t = 3, [6] = {3661, 0}, [7] = {3246, 0}},
  [86777] = {t = 1, [8] = {3997, 0}, [6] = {2664, 0}},
  [86778] = {t = 3, [3] = {3559, 0}, [2] = {3418, 0}},
  [86779] = {t = 1, [8] = {3076, 0.5}, [6] = {3761, 0.5}},
  [86780] = {t = 2, [3] = {5259, 0.25}, [4] = {2664, 0.25}},
  [86781] = {t = 1, [5] = {3610, 0.5}, [6] = {3332, 0.5}},
  [86782] = {t = 3, [7] = {3858, 0}, [6] = {2909, 0}},
  [86783] = {t = 3, [1] = {3711, 0}, [8] = {3161, 0}},
  [86784] = {t = 2, [6] = {3246, 0.3}, [8] = {3661, 0.2}},
  [86785] = {t = 2, [1] = {3076, 0.5}, [5] = {3761, 0.5}},
  [86786] = {t = 3, [1] = {3246, 0}, [5] = {3661, 0}},
  [86787] = {t = 2, [6] = {3559, 0.25}, [8] = {3418, 0.25}},
  [86788] = {t = 1, [1] = {3559, 0.6}, [5] = {3418, 0.9}},
  [86789] = {t = 4, [4] = {3661, 0}, [7] = {3246, 0}},
  [86790] = {t = 2, [8] = {6667, 0}},
  [86791] = {t = 2, [8] = {6667, 0}},
  [86792] = {t = 2, [6] = {6667, 0}},
  [86793] = {t = 2, [2] = {3761, 0.5}, [8] = {3076, 0.5}},
  [86794] = {t = 2, [4] = {3246, 0.25}, [6] = {3661, 0.25}},
  [86795] = {t = 1, [5] = {3161, 0.5}, [6] = {3711, 0.5}},
  [86796] = {t = 4, [5] = {3997, 0}, [6] = {2664, 0}},
  [86797] = {t = 2, [1] = {3810, 0.3}, [5] = {2992, 0.2}},
  [86798] = {t = 2, [8] = {3506, 0.5}, [6] = {3506, 0.5}},
  [86799] = {t = 1, [5] = {3858, 0}, [7] = {2909, 0}},
  [86800] = {t = 2, [1] = {3161, 0.25}, [6] = {3711, 0.25}},
  [86801] = {t = 1, [5] = {3858, 0}, [7] = {2909, 0}},
  [86802] = {t = 2, [6] = {6667, 0}},
  [86803] = {t = 1, [4] = {2664, 0.5}, [6] = {3997, 0.5}},
  [86804] = {t = 1, [6] = {3506, 0.5}, [5] = {3506, 1}},
  [86805] = {t = 2, [1] = {6667, 0}},
  [86806] = {t = 4, [8] = {3711, 0}, [1] = {3161, 0}},
  [86807] = {t = 2, [1] = {3661, 0.25}, [6] = {3246, 0.25}},
  [86808] = {t = 1, [1] = {3997, 0.5}, [6] = {2664, 0.5}},
  [86809] = {t = 1, [4] = {3661, 0.4}, [6] = {3246, 1.1}},
  [86810] = {t = 3, [6] = {3559, 0}, [5] = {3418, 0}},
  [86811] = {t = 2, [6] = {3810, 0.3}, [5] = {2992, 0.2}},
  [86812] = {t = 3, [6] = {3661, 0}, [4] = {3246, 0}},
  [86813] = {t = 3, [3] = {5259, 0}, [7] = {2664, 0}},
  [86814] = {t = 3, [4] = {3076, 0}, [5] = {3761, 0}},
  [86815] = {t = 3, [8] = {3418, 0}, [6] = {3559, 0}},
  [86816] = {t = 1, [1] = {3076, 0.5}, [8] = {3761, 0.5}},
  [86817] = {t = 2, [1] = {2664, 0.25}, [5] = {3997, 0.25}},
  [86818] = {t = 1, [1] = {3506, 0.5}, [8] = {3506, 0.5}},
  [86819] = {t = 2, [1] = {3246, 0.25}, [5] = {3661, 0.25}},
  [86820] = {t = 3, [7] = {2745, 0}, [6] = {3951, 0}},
  [86821] = {t = 3, [6] = {3610, 0}, [5] = {3332, 0}},
  [86822] = {t = 2, [6] = {3761, 0.5}, [8] = {3076, 0.5}},
  [86823] = {t = 2, [3] = {3506, 0.25}, [2] = {3506, 0.25}},
  [86824] = {t = 3, [5] = {3858, 0}, [8] = {2909, 0}},
  [86825] = {t = 2, [1] = {3661, 0.3}, [6] = {3246, 0.2}},
  [86826] = {t = 3, [1] = {3332, 0}, [6] = {3610, 0}},
  [86827] = {t = 3, [8] = {3711, 0}, [1] = {3161, 0}},
  [86828] = {t = 3, [4] = {3418, 0}, [6] = {3559, 0}},
  [86829] = {t = 3, [4] = {2664, 0}, [5] = {3997, 0}},
  [86830] = {t = 3, [8] = {3076, 0}, [2] = {3761, 0}},
  [86831] = {t = 3, [5] = {3506, 0}, [8] = {3506, 0}},
  [86832] = {t = 1, [3] = {3506, 0.625}, [2] = {3506, 0.875}},
  [86833] = {t = 2, [8] = {3559, 0.25}, [6] = {3418, 0.25}},
  [86834] = {t = 2, [6] = {3951, 0.25}, [4] = {2745, 0.25}},
  [86835] = {t = 3, [5] = {3997, 0}, [8] = {2664, 0}},
  [86836] = {t = 2, [4] = {2745, 0.3}, [8] = {3951, 0.2}},
  [86837] = {t = 2, [1] = {3858, 0.25}, [5] = {2909, 0.25}},
  [86838] = {t = 1, [1] = {3076, 0.5}, [8] = {3761, 0.5}},
  [86839] = {t = 1, [8] = {3506, 0.625}, [6] = {3506, 0.875}},
  [86840] = {t = 3, [4] = {2992, 0}, [5] = {3810, 0}},
  [86841] = {t = 3, [4] = {3076, 0}, [5] = {3761, 0}},
  [86842] = {t = 3, [5] = {3761, 0}, [8] = {3076, 0}},
  [86843] = {t = 3, [7] = {2827, 0}, [8] = {3905, 0}},
  [86844] = {t = 3, [5] = {3711, 0}, [6] = {3161, 0}},
  [86845] = {t = 3, [8] = {3610, 0}, [6] = {3332, 0}},
  [86846] = {t = 3, [1] = {2909, 0}, [8] = {3858, 0}},
  [86847] = {t = 3, [4] = {3506, 0}, [8] = {3506, 0}},
  [86848] = {t = 3, [2] = {5259, 0}, [7] = {2664, 0}},
  [86849] = {t = 3, [5] = {3559, 0}, [6] = {3418, 0}},
  [86850] = {t = 3, [1] = {3810, 0}, [6] = {2992, 0}},
  [86851] = {t = 3, [7] = {2992, 0}, [8] = {3810, 0}},
  [86852] = {t = 2, [6] = {3761, 0.3}, [4] = {3076, 0.2}},
  [86853] = {t = 3, [2] = {3997, 0}, [8] = {2664, 0}},
  [86854] = {t = 1, [4] = {2664, 0.5}, [3] = {5259, 0.5}},
  [86855] = {t = 2, [5] = {3610, 0.25}, [8] = {3332, 0.25}},
  [86856] = {t = 3, [1] = {3076, 0}, [5] = {3761, 0}},
  [86857] = {t = 2, [4] = {3246, 0.5}, [6] = {3661, 0.5}},
  [86858] = {t = 3, [1] = {2992, 0}, [8] = {3810, 0}},
  [86859] = {t = 2, [8] = {3761, 0.3}, [7] = {3076, 0.2}},
  [86860] = {t = 2, [5] = {3711, 0.25}, [8] = {3161, 0.25}},
  [86861] = {t = 2, [6] = {3559, 0.3}, [5] = {3418, 0.2}},
  [86862] = {t = 4, [6] = {3661, 0.25}, [1] = {3246, 0.25}},
  [86863] = {t = 4, [4] = {3559, 0.25}, [8] = {3418, 0.25}},
  [86864] = {t = 4, [7] = {2745, 0}, [5] = {3951, 0}},
  [86865] = {t = 4, [1] = {3610, 0}, [5] = {3332, 0}},
  [86866] = {t = 1, [6] = {3506, 0.625}, [5] = {3506, 0.875}},
  [86867] = {t = 1, [8] = {2664, 0.5}, [5] = {3997, 0.5}},
  [86868] = {t = 3, [8] = {3997, 0}, [4] = {2664, 0}},
  [86869] = {t = 3, [5] = {3661, 0}, [6] = {3246, 0}},
  [86870] = {t = 2, [3] = {5259, 0.3}, [4] = {2664, 0.2}},
  [86871] = {t = 3, [7] = {2992, 0}, [4] = {3810, 0}},
  [86872] = {t = 3, [2] = {3506, 0}, [3] = {3506, 0}},
  [86873] = {t = 3, [1] = {3076, 0}, [6] = {3761, 0}},
  [86874] = {t = 3, [8] = {3610, 0}, [6] = {3332, 0}},
  [86875] = {t = 3, [1] = {3506, 0}, [8] = {3506, 0}},
  [86876] = {t = 1, [6] = {3661, 0.625}, [1] = {3246, 0.875}},
  [86877] = {t = 2, [1] = {2664, 0.3}, [6] = {3997, 0.2}},
  [86878] = {t = 2, [1] = {3332, 0.3}, [6] = {3610, 0.2}},
  [86879] = {t = 1, [7] = {3559, 0}, [8] = {3418, 0}},
  [86880] = {t = 3, [5] = {3810, 0}, [4] = {2992, 0}},
  [86881] = {t = 2, [8] = {6667, 0}},
  [86882] = {t = 1, [6] = {3858, 0.5}, [4] = {2909, 0.5}},
  [86883] = {t = 3, [3] = {3559, 0}, [2] = {3418, 0}},
  [86884] = {t = 2, [1] = {3858, 0.5}, [8] = {2909, 0.5}},
  [86886] = {t = 4, [5] = {3559, 0}, [6] = {3418, 0}},
  [86887] = {t = 2, [1] = {3661, 0.3}, [8] = {3246, 0.2}},
  [86888] = {t = 2, [8] = {2992, 0.3}, [6] = {3810, 0.2}},
  [86889] = {t = 1, [8] = {3610, 0.25}, [6] = {3332, 0.25}},
  [86891] = {t = 1, [2] = {3559, 0.5}, [8] = {3418, 0.5}},
  [86892] = {t = 1, [4] = {2992, 0.5}, [8] = {3810, 0.5}},
  [86893] = {t = 1, [6] = {3661, 0}, [5] = {3246, 0}},
  [86895] = {t = 2, [1] = {3559, 0.25}, [6] = {3418, 0.25}},
  [86896] = {t = 2, [4] = {3076, 0.25}, [8] = {3761, 0.25}},
  [86897] = {t = 2, [5] = {3610, 0.25}, [6] = {3332, 0.25}},
  [86898] = {t = 2, [1] = {3711, 0.25}, [8] = {3161, 0.25}},
  [86899] = {t = 2, [5] = {3661, 0.25}, [4] = {3246, 0.25}},
  [86900] = {t = 2, [1] = {3161, 0.25}, [6] = {3711, 0.25}},
  [86901] = {t = 2, [6] = {3610, 0.25}, [7] = {3332, 0.25}},
  [86902] = {t = 2, [1] = {3997, 0.25}, [8] = {2664, 0.25}},
  [86903] = {t = 2, [2] = {5259, 0.25}, [7] = {2664, 0.25}},
  [86904] = {t = 2, [5] = {3905, 0.25}, [4] = {2827, 0.25}},
  [86905] = {t = 1, [8] = {3506, 0}, [5] = {3506, 0}},
  [86906] = {t = 4, [4] = {3559, 0}, [8] = {3418, 0}},
  [86908] = {t = 1, [4] = {3246, 0.5}, [6] = {3661, 0.5}},
  [86909] = {t = 4, [8] = {3761, 0.25}, [5] = {3076, 0.25}},
  [86910] = {t = 4, [8] = {3810, 0}, [7] = {2992, 0}},
  [86911] = {t = 1, [5] = {3506, 0.5}, [1] = {3506, 0.5}},
  [86912] = {t = 2, [6] = {3076, 0.25}, [5] = {3761, 0.25}},
  [86913] = {t = 1, [5] = {3761, 0.5}, [6] = {3076, 0.5}},
  [86914] = {t = 2, [5] = {3332, 0}, [7] = {3610, 0}},
  [86915] = {t = 1, [4] = {3506, 0.5}, [8] = {3506, 1}},
  [86916] = {t = 1, [7] = {3076, 0.25}, [8] = {3761, 0.25}},
  [86917] = {t = 2, [4] = {3506, 0}, [6] = {3506, 0.5}},
  [86918] = {t = 1, [4] = {2827, 0.75}, [3] = {3905, 0.25}},
  [86919] = {t = 2, [4] = {2664, 0}, [2] = {5259, 0}},
  [86920] = {t = 1, [7] = {2664, 1}, [3] = {5259, 0.5}},
  [86921] = {t = 1, [2] = {3246, 0.25}, [8] = {3661, 0.25}},
  [86922] = {t = 2, [7] = {2664, 0}, [8] = {3997, 0.5}},
  [86923] = {t = 1, [5] = {3506, 0.25}, [8] = {3506, 0.75}},
  [86924] = {t = 2, [5] = {3161, 0}, [4] = {3711, 0}},
  [86925] = {t = 1, [7] = {3332, 0.75}, [8] = {3610, 0.75}},
  [86926] = {t = 1, [4] = {2664, 0.25}, [6] = {3997, 0.25}},
  [86927] = {t = 2, [7] = {3761, 0}, [6] = {3076, 0.5}},
  [86928] = {t = 2, [6] = {3761, 0}, [1] = {3076, 0}},
  [86929] = {t = 1, [8] = {3506, 0.75}, [1] = {3506, 0.75}},
  [86930] = {t = 1, [5] = {3559, 0.25}, [8] = {3418, 0.25}},
  [86931] = {t = 1, [6] = {3246, 0.5}, [1] = {3661, 0.5}},
  [86932] = {t = 2, [5] = {3246, 0}, [1] = {3661, 0.5}},
  [86933] = {t = 2, [6] = {3761, 0}, [1] = {3076, 0}},
  [86934] = {t = 1, [5] = {3161, 0.75}, [8] = {3711, 0.75}},
  [86935] = {t = 1, [6] = {3506, 0.25}, [8] = {3506, 0.25}},
  [86936] = {t = 1, [5] = {3711, 0.5}, [6] = {3161, 0.5}},
  [86937] = {t = 2, [1] = {3418, 0}, [8] = {3559, 0.5}},
  [86938] = {t = 1, [5] = {3506, 0.25}, [8] = {3506, 0.75}},
  [86939] = {t = 2, [5] = {3161, 0}, [4] = {3711, 0}},
  [86940] = {t = 1, [7] = {3332, 0.75}, [8] = {3610, 0.75}},
  [86941] = {t = 1, [4] = {2664, 0.25}, [6] = {3997, 0.25}},
  [86942] = {t = 2, [7] = {2664, 0}, [2] = {3997, 0.5}},
  [86943] = {t = 2, [6] = {3810, 0.3}, [5] = {2992, 0.2}},
  [86944] = {t = 1, [4] = {2664, 0.5}, [3] = {5259, 0.5}},
  [86945] = {t = 3, [6] = {3661, 0}, [4] = {3246, 0}},
  [86946] = {t = 3, [3] = {5259, 0}, [7] = {2664, 0}},
  [86947] = {t = 2, [1] = {3246, 0.25}, [5] = {3661, 0.25}},
  [86948] = {t = 3, [8] = {3418, 0}, [6] = {3559, 0}},
  [86949] = {t = 3, [4] = {3076, 0}, [5] = {3761, 0}},
  [86950] = {t = 2, [1] = {2664, 0.25}, [5] = {3997, 0.25}},
  [86951] = {t = 1, [1] = {3506, 0.5}, [8] = {3506, 0.5}},
  [86952] = {t = 1, [1] = {3076, 0.5}, [8] = {3761, 0.5}},
  [86953] = {t = 3, [5] = {3858, 0}, [8] = {2909, 0}},
  [86954] = {t = 3, [6] = {3610, 0}, [5] = {3332, 0}},
  [86955] = {t = 2, [6] = {3761, 0.5}, [8] = {3076, 0.5}},
  [86956] = {t = 2, [3] = {3506, 0.25}, [2] = {3506, 0.25}},
  [86957] = {t = 3, [7] = {2745, 0}, [6] = {3951, 0}},
  [86958] = {t = 3, [4] = {3418, 0}, [6] = {3559, 0}},
  [86959] = {t = 2, [1] = {3661, 0.3}, [6] = {3246, 0.2}},
  [86960] = {t = 3, [4] = {2664, 0}, [5] = {3997, 0}},
  [86961] = {t = 3, [8] = {3711, 0}, [1] = {3161, 0}},
  [86962] = {t = 3, [1] = {3332, 0}, [6] = {3610, 0}},
  [86963] = {t = 3, [5] = {3506, 0}, [8] = {3506, 0}},
  [86964] = {t = 2, [6] = {3951, 0.25}, [4] = {2745, 0.25}},
  [86965] = {t = 2, [8] = {3559, 0.25}, [6] = {3418, 0.25}},
  [86966] = {t = 1, [3] = {3506, 0.625}, [2] = {3506, 0.875}},
  [86967] = {t = 3, [5] = {3997, 0}, [8] = {2664, 0}},
  [86968] = {t = 3, [8] = {3076, 0}, [2] = {3761, 0}},
  [86969] = {t = 2, [4] = {2745, 0.3}, [8] = {3951, 0.2}},
  [86970] = {t = 1, [8] = {3506, 0.625}, [6] = {3506, 0.875}},
  [86971] = {t = 3, [4] = {2992, 0}, [5] = {3810, 0}},
  [86972] = {t = 1, [1] = {3076, 0.5}, [8] = {3761, 0.5}},
  [86973] = {t = 2, [1] = {3858, 0.25}, [5] = {2909, 0.25}},
  [86974] = {t = 3, [7] = {2992, 0}, [8] = {3810, 0}},
  [86975] = {t = 1, [5] = {3506, 0.5}, [1] = {3506, 0.5}},
  [86976] = {t = 3, [1] = {3076, 0}, [5] = {3761, 0}},
  [86977] = {t = 2, [6] = {3076, 0.25}, [5] = {3761, 0.25}},
  [86978] = {t = 2, [5] = {3610, 0.25}, [8] = {3332, 0.25}},
  [86979] = {t = 2, [6] = {3761, 0.3}, [4] = {3076, 0.2}},
  [86980] = {t = 3, [2] = {3997, 0}, [8] = {2664, 0}},
  [86981] = {t = 2, [4] = {3246, 0.5}, [6] = {3661, 0.5}},
  [86982] = {t = 3, [1] = {2992, 0}, [8] = {3810, 0}},
  [86983] = {t = 4, [6] = {3661, 0.25}, [1] = {3246, 0.25}},
  [86984] = {t = 2, [8] = {3761, 0.3}, [7] = {3076, 0.2}},
  [86985] = {t = 2, [6] = {3559, 0.3}, [5] = {3418, 0.2}},
  [86986] = {t = 2, [5] = {3711, 0.25}, [8] = {3161, 0.25}},
  [86987] = {t = 4, [4] = {3559, 0.25}, [8] = {3418, 0.25}},
  [86988] = {t = 4, [7] = {2745, 0}, [5] = {3951, 0}},
  [86989] = {t = 1, [8] = {2664, 0.5}, [5] = {3997, 0.5}},
  [86990] = {t = 4, [1] = {3610, 0}, [5] = {3332, 0}},
  [86991] = {t = 1, [6] = {3506, 0.625}, [5] = {3506, 0.875}},
  [86992] = {t = 3, [4] = {3076, 0}, [5] = {3761, 0}},
  [86993] = {t = 3, [1] = {3810, 0}, [6] = {2992, 0}},
  [86994] = {t = 3, [5] = {3711, 0}, [6] = {3161, 0}},
  [86995] = {t = 3, [7] = {2827, 0}, [8] = {3905, 0}},
  [86996] = {t = 3, [8] = {3610, 0}, [6] = {3332, 0}},
  [86997] = {t = 3, [4] = {3506, 0}, [8] = {3506, 0}},
  [86998] = {t = 3, [5] = {3761, 0}, [8] = {3076, 0}},
  [86999] = {t = 3, [1] = {2909, 0}, [8] = {3858, 0}},
  [87000] = {t = 3, [5] = {3559, 0}, [6] = {3418, 0}},
  [87001] = {t = 3, [2] = {5259, 0}, [7] = {2664, 0}},
  [87002] = {t = 1, [5] = {3506, 0.25}, [8] = {3506, 0.75}},
  [87003] = {t = 2, [5] = {3161, 0}, [4] = {3711, 0}},
  [87004] = {t = 1, [7] = {3332, 0.75}, [8] = {3610, 0.75}},
  [87005] = {t = 1, [4] = {2664, 0.25}, [6] = {3997, 0.25}},
  [87006] = {t = 2, [7] = {3761, 0}, [6] = {3076, 0.5}},
  [87007] = {t = 2, [6] = {3761, 0}, [4] = {3076, 0}},
  [87008] = {t = 1, [5] = {3161, 0.75}, [8] = {3711, 0.75}},
  [87009] = {t = 1, [6] = {3506, 0.25}, [8] = {3506, 0.25}},
  [87010] = {t = 1, [5] = {3711, 0.5}, [6] = {3161, 0.5}},
  [87011] = {t = 2, [4] = {3418, 0}, [8] = {3559, 0.5}},
  [87012] = {t = 4, [6] = {3761, 0}, [4] = {3076, 0}},
  [87013] = {t = 1, [5] = {3761, 0.5}, [7] = {3076, 0.5}},
  [87014] = {t = 3, [5] = {3610, 0}, [6] = {3332, 0}},
  [87015] = {t = 2, [5] = {3810, 0.3}, [8] = {2992, 0.2}},
  [87016] = {t = 3, [2] = {5259, 0}, [7] = {2664, 0}},
  [87017] = {t = 1, [1] = {3332, 0.5}, [8] = {3610, 0.5}},
  [87018] = {t = 3, [5] = {3661, 0}, [1] = {3246, 0}},
  [87019] = {t = 2, [1] = {3506, 0.5}, [6] = {3506, 0.5}},
  [87020] = {t = 1, [1] = {3559, 0.75}, [6] = {3418, 0.75}},
  [87021] = {t = 2, [6] = {3711, 0.3}, [5] = {3161, 0.2}},
  [87022] = {t = 2, [6] = {3711, 0.5}, [7] = {3161, 0.5}},
  [87023] = {t = 2, [5] = {3858, 0.3}, [7] = {2909, 0.2}},
  [87024] = {t = 1, [6] = {2909, 0.625}, [5] = {3858, 0.875}},
  [87025] = {t = 3, [2] = {3506, 0}, [3] = {3506, 0}},
  [87026] = {t = 3, [5] = {3761, 0}, [7] = {3076, 0}},
  [87027] = {t = 1, [5] = {3661, 0.5}, [8] = {3246, 0.5}},
  [87028] = {t = 3, [4] = {3661, 0}, [5] = {3246, 0}},
  [87029] = {t = 1, [1] = {3076, 0.6}, [6] = {3761, 0.9}},
  [87030] = {t = 2, [1] = {3559, 0.5}, [5] = {3418, 0.5}},
  [87031] = {t = 1, [1] = {3711, 0.5}, [6] = {3161, 0.5}},
  [87032] = {t = 4, [8] = {3161, 0}, [6] = {3711, 0}},
  [87033] = {t = 2, [8] = {2664, 0.25}, [7] = {3997, 0.25}},
  [87034] = {t = 2, [8] = {3905, 0.5}, [4] = {2827, 0.5}},
  [87035] = {t = 2, [8] = {3610, 0.3}, [2] = {3332, 0.2}},
  [87036] = {t = 3, [4] = {3332, 0}, [6] = {3610, 0}},
  [87037] = {t = 2, [1] = {3332, 0.3}, [5] = {3610, 0.2}},
  [87038] = {t = 2, [6] = {3559, 0.25}, [5] = {3418, 0.25}},
  [87039] = {t = 3, [6] = {3661, 0}, [1] = {3246, 0}},
  [87040] = {t = 3, [1] = {3661, 0}, [5] = {3246, 0}},
  [87041] = {t = 2, [1] = {3559, 0.25}, [8] = {3418, 0.25}},
  [87042] = {t = 1, [8] = {3858, 0.5}, [1] = {2909, 0.5}},
  [87043] = {t = 3, [1] = {3506, 0}, [6] = {3506, 0}},
  [87044] = {t = 3, [7] = {3858, 0}, [6] = {2909, 0}},
  [87045] = {t = 3, [6] = {3661, 0}, [7] = {3246, 0}},
  [87046] = {t = 1, [8] = {3997, 0}, [6] = {2664, 0}},
  [87047] = {t = 1, [5] = {3610, 0.5}, [6] = {3332, 0.5}},
  [87048] = {t = 1, [8] = {3076, 0.5}, [6] = {3761, 0.5}},
  [87049] = {t = 2, [3] = {5259, 0.25}, [4] = {2664, 0.25}},
  [87050] = {t = 3, [3] = {3559, 0}, [2] = {3418, 0}},
  [87051] = {t = 1, [1] = {3559, 0.6}, [5] = {3418, 0.9}},
  [87052] = {t = 2, [6] = {3559, 0.25}, [8] = {3418, 0.25}},
  [87053] = {t = 3, [1] = {3711, 0}, [8] = {3161, 0}},
  [87054] = {t = 3, [1] = {3246, 0}, [5] = {3661, 0}},
  [87055] = {t = 2, [6] = {3246, 0.3}, [8] = {3661, 0.2}},
  [87056] = {t = 2, [1] = {3076, 0.5}, [5] = {3761, 0.5}},
  [87057] = {t = 2, [8] = {6667, 0}},
  [87058] = {t = 1, [5] = {3161, 0.5}, [6] = {3711, 0.5}},
  [87059] = {t = 2, [4] = {3246, 0.25}, [6] = {3661, 0.25}},
  [87060] = {t = 2, [2] = {3761, 0.5}, [8] = {3076, 0.5}},
  [87061] = {t = 1, [5] = {3858, 0}, [7] = {2909, 0}},
  [87062] = {t = 4, [4] = {3661, 0}, [7] = {3246, 0}},
  [87063] = {t = 2, [8] = {6667, 0}},
  [87064] = {t = 2, [8] = {3506, 0.5}, [6] = {3506, 0.5}},
  [87065] = {t = 2, [6] = {6667, 0}},
  [87066] = {t = 4, [5] = {3997, 0}, [6] = {2664, 0}},
  [87067] = {t = 2, [1] = {3810, 0.3}, [5] = {2992, 0.2}},
  [87068] = {t = 2, [1] = {3161, 0.25}, [6] = {3711, 0.25}},
  [87069] = {t = 1, [5] = {3858, 0}, [7] = {2909, 0}},
  [87070] = {t = 1, [6] = {3506, 0.5}, [5] = {3506, 1}},
  [87071] = {t = 1, [4] = {2664, 0.5}, [6] = {3997, 0.5}},
  [87072] = {t = 2, [6] = {6667, 0}},
  [87073] = {t = 1, [4] = {3661, 0.4}, [6] = {3246, 1.1}},
  [87074] = {t = 4, [8] = {3711, 0}, [1] = {3161, 0}},
  [87075] = {t = 2, [1] = {6667, 0}},
  [87076] = {t = 3, [6] = {3559, 0}, [5] = {3418, 0}},
  [87077] = {t = 1, [1] = {3997, 0.5}, [6] = {2664, 0.5}},
  [87078] = {t = 2, [1] = {3661, 0.25}, [6] = {3246, 0.25}},
  [87084] = {t = 1, [5] = {3506, 0.25}, [8] = {3506, 0.75}},
  [87085] = {t = 2, [5] = {3161, 0}, [4] = {3711, 0}},
  [87086] = {t = 1, [7] = {3332, 0.75}, [8] = {3610, 0.75}},
  [87087] = {t = 1, [4] = {2664, 0.25}, [6] = {3997, 0.25}},
  [87088] = {t = 2, [7] = {3761, 0}, [6] = {3076, 0.5}},
  [87089] = {t = 2, [6] = {3761, 0}, [1] = {3076, 0}},
  [87090] = {t = 1, [8] = {3506, 0.75}, [1] = {3506, 0.75}},
  [87091] = {t = 1, [5] = {3559, 0.25}, [8] = {3418, 0.25}},
  [87092] = {t = 1, [6] = {3246, 0.5}, [1] = {3661, 0.5}},
  [87093] = {t = 2, [5] = {3246, 0}, [1] = {3661, 0.5}},
  [87094] = {t = 1, [5] = {3506, 0.25}, [8] = {3506, 0.75}},
  [87095] = {t = 2, [5] = {3161, 0}, [4] = {3711, 0}},
  [87096] = {t = 1, [7] = {3332, 0.75}, [8] = {3610, 0.75}},
  [87097] = {t = 1, [4] = {2664, 0.25}, [6] = {3997, 0.25}},
  [87098] = {t = 2, [7] = {2664, 0}, [2] = {3997, 0.5}},
  [87099] = {t = 1, [5] = {3761, 0.5}, [6] = {3076, 0.5}},
  [87100] = {t = 2, [5] = {3332, 0}, [7] = {3610, 0}},
  [87101] = {t = 1, [4] = {3506, 0.5}, [8] = {3506, 1}},
  [87102] = {t = 1, [7] = {3076, 0.25}, [8] = {3761, 0.25}},
  [87103] = {t = 2, [4] = {3506, 0}, [6] = {3506, 0.5}},
  [87104] = {t = 1, [6] = {3246, 0.5}, [1] = {3661, 0.5}},
  [87105] = {t = 2, [6] = {3761, 0}, [1] = {3076, 0}},
  [87106] = {t = 1, [8] = {3506, 0.75}, [1] = {3506, 0.75}},
  [87107] = {t = 1, [5] = {3559, 0.25}, [8] = {3418, 0.25}},
  [87108] = {t = 2, [5] = {3246, 0}, [1] = {3661, 0.5}},
  [87109] = {t = 1, [4] = {2827, 0.75}, [3] = {3905, 0.25}},
  [87110] = {t = 2, [4] = {2664, 0}, [2] = {5259, 0}},
  [87111] = {t = 1, [7] = {2664, 1}, [3] = {5259, 0.5}},
  [87112] = {t = 1, [2] = {3246, 0.25}, [8] = {3661, 0.25}},
  [87113] = {t = 2, [7] = {2664, 0}, [8] = {3997, 0.5}},
  [87114] = {t = 2, [6] = {3761, 0}, [1] = {3076, 0}},
  [87115] = {t = 1, [8] = {3506, 0.75}, [1] = {3506, 0.75}},
  [87116] = {t = 1, [5] = {3559, 0.25}, [8] = {3418, 0.25}},
  [87117] = {t = 1, [6] = {3246, 0.5}, [1] = {3661, 0.5}},
  [87118] = {t = 2, [5] = {3246, 0}, [1] = {3661, 0.5}},
  [87119] = {t = 2, [6] = {3761, 0}, [1] = {3076, 0}},
  [87120] = {t = 1, [5] = {3161, 0.75}, [8] = {3711, 0.75}},
  [87121] = {t = 1, [6] = {3506, 0.25}, [8] = {3506, 0.25}},
  [87122] = {t = 1, [5] = {3711, 0.5}, [6] = {3161, 0.5}},
  [87123] = {t = 2, [1] = {3418, 0}, [8] = {3559, 0.5}},
  [87124] = {t = 1, [5] = {3506, 0.25}, [8] = {3506, 0.75}},
  [87125] = {t = 2, [5] = {3161, 0}, [4] = {3711, 0}},
  [87126] = {t = 1, [7] = {3332, 0.75}, [8] = {3610, 0.75}},
  [87127] = {t = 1, [4] = {2664, 0.25}, [6] = {3997, 0.25}},
  [87128] = {t = 2, [7] = {3761, 0}, [6] = {3076, 0.5}},
  [87129] = {t = 1, [6] = {3246, 0.5}, [1] = {3661, 0.5}},
  [87130] = {t = 2, [6] = {3761, 0}, [1] = {3076, 0}},
  [87131] = {t = 1, [8] = {3506, 0.75}, [1] = {3506, 0.75}},
  [87132] = {t = 1, [5] = {3559, 0.25}, [8] = {3418, 0.25}},
  [87133] = {t = 2, [5] = {3246, 0}, [1] = {3661, 0.5}},
  [87134] = {t = 1, [5] = {3506, 0.25}, [8] = {3506, 0.75}},
  [87135] = {t = 2, [5] = {3161, 0}, [4] = {3711, 0}},
  [87136] = {t = 1, [7] = {3332, 0.75}, [8] = {3610, 0.75}},
  [87137] = {t = 1, [4] = {2664, 0.25}, [6] = {3997, 0.25}},
  [87138] = {t = 2, [7] = {3761, 0}, [6] = {3076, 0.5}},
  [87139] = {t = 1, [5] = {3711, 0.5}, [6] = {3161, 0.5}},
  [87140] = {t = 2, [6] = {3761, 0}, [1] = {3076, 0}},
  [87141] = {t = 1, [5] = {3161, 0.75}, [8] = {3711, 0.75}},
  [87142] = {t = 1, [6] = {3506, 0.25}, [8] = {3506, 0.25}},
  [87143] = {t = 2, [1] = {3418, 0}, [8] = {3559, 0.5}},
  [87144] = {t = 3, [5] = {3661, 0}, [6] = {3246, 0}},
  [87145] = {t = 3, [8] = {3997, 0}, [4] = {2664, 0}},
  [87146] = {t = 2, [3] = {5259, 0.3}, [4] = {2664, 0.2}},
  [87147] = {t = 3, [7] = {2992, 0}, [4] = {3810, 0}},
  [87148] = {t = 3, [2] = {3506, 0}, [3] = {3506, 0}},
  [87149] = {t = 3, [1] = {3506, 0}, [8] = {3506, 0}},
  [87150] = {t = 3, [8] = {3610, 0}, [6] = {3332, 0}},
  [87151] = {t = 3, [1] = {3076, 0}, [6] = {3761, 0}},
  [87152] = {t = 4, [8] = {3761, 0.25}, [5] = {3076, 0.25}},
  [87153] = {t = 2, [1] = {3332, 0.3}, [6] = {3610, 0.2}},
  [87154] = {t = 2, [1] = {2664, 0.3}, [6] = {3997, 0.2}},
  [87155] = {t = 1, [6] = {3661, 0.625}, [1] = {3246, 0.875}},
  [87156] = {t = 1, [7] = {3559, 0}, [8] = {3418, 0}},
  [87157] = {t = 1, [6] = {3858, 0.5}, [4] = {2909, 0.5}},
  [87158] = {t = 3, [5] = {3810, 0}, [4] = {2992, 0}},
  [87159] = {t = 3, [3] = {3559, 0}, [2] = {3418, 0}},
  [87160] = {t = 2, [8] = {6667, 0}},
  [87161] = {t = 2, [1] = {3858, 0.5}, [8] = {2909, 0.5}},
  [87162] = {t = 2, [8] = {2992, 0.3}, [6] = {3810, 0.2}},
  [87164] = {t = 4, [5] = {3559, 0}, [6] = {3418, 0}},
  [87165] = {t = 2, [1] = {3661, 0.3}, [8] = {3246, 0.2}},
  [87166] = {t = 4, [8] = {3810, 0}, [7] = {2992, 0}},
  [87168] = {t = 1, [8] = {3610, 0}, [6] = {3332, 0}},
  [87169] = {t = 1, [4] = {2992, 0.5}, [8] = {3810, 0.5}},
  [87170] = {t = 1, [6] = {3661, 0}, [5] = {3246, 0}},
  [87171] = {t = 1, [2] = {3559, 0.5}, [8] = {3418, 0.5}},
  [87173] = {t = 4, [4] = {3559, 0}, [8] = {3418, 0}},
  [87174] = {t = 1, [4] = {3246, 0.5}, [6] = {3661, 0.5}},
  [87176] = {t = 1, [8] = {3506, 0}, [5] = {3506, 0}},
  [87177] = {t = 2, [4] = {3076, 0.25}, [8] = {3761, 0.25}},
  [87178] = {t = 2, [1] = {3559, 0.25}, [6] = {3418, 0.25}},
  [87179] = {t = 2, [5] = {3610, 0.25}, [6] = {3332, 0.25}},
  [87180] = {t = 2, [5] = {3661, 0.25}, [4] = {3246, 0.25}},
  [87181] = {t = 2, [1] = {3711, 0.25}, [8] = {3161, 0.25}},
  [87182] = {t = 2, [6] = {3610, 0.25}, [7] = {3332, 0.25}},
  [87183] = {t = 2, [1] = {3161, 0.25}, [6] = {3711, 0.25}},
  [87184] = {t = 2, [1] = {3997, 0.25}, [8] = {2664, 0.25}},
  [87185] = {t = 2, [2] = {5259, 0.25}, [7] = {2664, 0.25}},
  [87186] = {t = 2, [5] = {3905, 0.25}, [4] = {2827, 0.25}},
  [87187] = {t = 2, [6] = {3761, 0}, [4] = {3076, 0}},
  [87188] = {t = 1, [5] = {3161, 0.75}, [8] = {3711, 0.75}},
  [87189] = {t = 1, [6] = {3506, 0.25}, [8] = {3506, 0.25}},
  [87190] = {t = 1, [5] = {3711, 0.5}, [6] = {3161, 0.5}},
  [87191] = {t = 2, [4] = {3418, 0}, [8] = {3559, 0.5}},
  [87192] = {t = 1, [4] = {3506, 0.5}, [8] = {3506, 1}},
  [87193] = {t = 1, [5] = {3761, 0.5}, [6] = {3076, 0.5}},
  [87194] = {t = 2, [5] = {3332, 0}, [7] = {3610, 0}},
  [87195] = {t = 1, [7] = {3076, 0.25}, [8] = {3761, 0.25}},
  [87196] = {t = 2, [4] = {3506, 0}, [6] = {3506, 0.5}},
  [87197] = {t = 1, [4] = {2827, 0.75}, [3] = {3905, 0.25}},
  [87198] = {t = 2, [4] = {2664, 0}, [2] = {5259, 0}},
  [87199] = {t = 1, [7] = {2664, 1}, [3] = {5259, 0.5}},
  [87200] = {t = 1, [2] = {3246, 0.25}, [8] = {3661, 0.25}},
  [87201] = {t = 2, [7] = {2664, 0}, [8] = {3997, 0.5}},
  [87402] = {t = 1, [7] = {3559, 1}, [8] = {3418, 0}},
  [87403] = {t = 1, [1] = {3559, 0}, [6] = {3418, 1}},
  [87404] = {t = 2, [1] = {3559, 0.15}, [6] = {3418, 0.35}},
  [87405] = {t = 1, [2] = {3506, 0.3}, [8] = {3506, 0.2}},
  [87406] = {t = 2, [3] = {3506, 0.4}, [8] = {3506, 0.1}},
  [87407] = {t = 2, [4] = {3506, 0}, [5] = {3506, 0.5}},
  [87542] = {t = 1, [4] = {3810, 0}, [5] = {2992, 0}},
  [87543] = {t = 4, [7] = {2745, 0}, [5] = {3951, 0}},
  [87544] = {t = 4, [8] = {3711, 0}, [1] = {3161, 0}},
  [87545] = {t = 4, [8] = {3997, 0}, [4] = {2664, 0}},
  [87546] = {t = 1, [6] = {3506, 0}, [5] = {3506, 0}},
  [87547] = {t = 4, [4] = {3559, 0}, [7] = {3418, 0}},
  [87550] = {t = 3, [8] = {3418, 0}, [6] = {3559, 0}},
  [87551] = {t = 3, [4] = {3332, 0}, [6] = {3610, 0}},
  [87569] = {t = 1, [5] = {3761, 1}, [4] = {3076, 1}},
  [87570] = {t = 4, [4] = {3506, 0}, [7] = {3506, 0}},
  [87571] = {t = 2, [2] = {6666, 0}},
  [87572] = {t = 2, [5] = {6666, 0}},
  [87574] = {t = 2, [5] = {6666, 0}},
  [87695] = {t = 2, [1] = {3076, 0}, [8] = {3761, 0}},
  [87822] = {t = 1, [8] = {3761, 0.5}, [7] = {3076, 0.5}},
  [87823] = {t = 1, [8] = {3761, 0.5}, [7] = {3076, 0.5}},
  [87824] = {t = 1, [8] = {3761, 0.5}, [7] = {3076, 0.5}},
  [87825] = {t = 2, [6] = {3997, 0.25}, [7] = {2664, 0.25}},
  [87826] = {t = 2, [6] = {3997, 0.25}, [7] = {2664, 0.25}},
  [87827] = {t = 2, [6] = {3997, 0.25}, [7] = {2664, 0.25}},
  [88150] = {t = 4, [6] = {3761, 0}, [4] = {3076, 0}},
  [88166] = {t = 3, [5] = {3506, 0}, [1] = {3506, 0}},
  [88167] = {t = 3, [5] = {3711, 0}, [6] = {3161, 0}},
  [88168] = {t = 3, [5] = {3761, 0}, [4] = {3076, 0}},
  [88169] = {t = 3, [6] = {3761, 0}, [4] = {3076, 0}},
  [88171] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [88172] = {t = 1, [8] = {3506, 1.5}, [7] = {3506, 0}},
  [88173] = {t = 1, [6] = {3506, 1}, [5] = {3506, 0}},
  [88174] = {t = 1, [5] = {3506, 1}, [8] = {3506, 0}},
  [88175] = {t = 2, [7] = {3506, 0.5}, [6] = {3506, 0}},
  [88176] = {t = 2, [1] = {3506, 0.5}, [6] = {3506, 0}},
  [88177] = {t = 1, [8] = {3506, 1.5}, [5] = {3506, 0}},
  [88178] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [88179] = {t = 1, [1] = {3506, 1}, [6] = {3506, 0}},
  [88180] = {t = 2, [1] = {3506, 0.5}, [8] = {3506, 0}},
  [88741] = {t = 2, [1] = {3076, 0}, [8] = {3761, 0}},
  [88742] = {t = 2, [4] = {3559, 0}, [5] = {3418, 0}},
  [88743] = {t = 2, [6] = {3506, 0}, [8] = {3506, 0}},
  [88744] = {t = 2, [7] = {3661, 0}, [8] = {3246, 0}},
  [88745] = {t = 2, [8] = {3905, 0}, [4] = {2827, 0}},
  [88746] = {t = 2, [3] = {3761, 0}, [8] = {3076, 0}},
  [88747] = {t = 2, [5] = {3711, 0}, [6] = {3161, 0}},
  [88748] = {t = 2, [8] = {3559, 0}, [6] = {3418, 0}},
  [88749] = {t = 2, [1] = {3810, 0}, [8] = {2992, 0}},
  [88862] = {t = 2, [5] = {3761, 0}, [7] = {3076, 0}},
  [88864] = {t = 2, [3] = {3997, 0}, [2] = {2664, 0}},
  [88865] = {t = 2, [1] = {3810, 0}, [6] = {2992, 0}},
  [88866] = {t = 2, [8] = {3661, 0}, [4] = {3246, 0}},
  [88867] = {t = 2, [1] = {3161, 0}, [5] = {3711, 0}},
  [88868] = {t = 2, [4] = {3711, 0}, [6] = {3161, 0}},
  [88876] = {t = 2, [5] = {3610, 0}, [8] = {3332, 0}},
  [88877] = {t = 2, [1] = {3506, 0}, [8] = {3506, 0}},
  [88878] = {t = 2, [4] = {3418, 0}, [5] = {3559, 0}},
  [88879] = {t = 3, [5] = {3661, 0}, [7] = {3246, 0}},
  [88880] = {t = 3, [3] = {5259, 0}, [4] = {2664, 0}},
  [88881] = {t = 3, [5] = {3810, 0}, [8] = {2992, 0}},
  [88882] = {t = 3, [8] = {3997, 0}, [6] = {2664, 0}},
  [88883] = {t = 3, [5] = {3905, 0}, [6] = {2827, 0}},
  [88884] = {t = 3, [4] = {3506, 0}, [5] = {3506, 0}},
  [88885] = {t = 3, [8] = {3761, 0}, [5] = {3076, 0}},
  [88892] = {t = 3, [1] = {3711, 0}, [5] = {3161, 0}},
  [88893] = {t = 3, [4] = {3332, 0}, [8] = {3610, 0}},
  [89055] = {t = 2, [5] = {3506, 0.25}, [8] = {3506, 0.25}},
  [89056] = {t = 2, [3] = {5259, 0.25}, [4] = {3076, 0.25}},
  [89057] = {t = 2, [8] = {3997, 0.25}, [6] = {2664, 0.25}},
  [89058] = {t = 2, [6] = {3076, 0.25}, [8] = {3761, 0.25}},
  [89059] = {t = 2, [6] = {3506, 0.25}, [8] = {3506, 0.25}},
  [89060] = {t = 2, [5] = {2664, 0.25}, [8] = {3997, 0.25}},
  [89061] = {t = 2, [1] = {3610, 0.25}, [5] = {3332, 0.25}},
  [89062] = {t = 2, [4] = {3810, 0.25}, [5] = {2992, 0.25}},
  [89063] = {t = 2, [1] = {3810, 0.25}, [6] = {2992, 0.25}},
  [89064] = {t = 3, [6] = {3711, 0}, [8] = {3161, 0}},
  [89065] = {t = 3, [4] = {2992, 0}, [5] = {3810, 0}},
  [89066] = {t = 3, [3] = {5259, 0}, [4] = {2664, 0}},
  [89067] = {t = 3, [1] = {3246, 0}, [6] = {3661, 0}},
  [89068] = {t = 3, [4] = {3810, 0}, [8] = {2992, 0}},
  [89069] = {t = 3, [7] = {3661, 0}, [5] = {3246, 0}},
  [89070] = {t = 3, [6] = {3997, 0}, [4] = {2664, 0}},
  [89071] = {t = 3, [2] = {3858, 0}, [3] = {2909, 0}},
  [89072] = {t = 3, [4] = {3559, 0}, [6] = {3418, 0}},
  [89073] = {t = 3, [1] = {2664, 0}, [5] = {3997, 0}},
  [89074] = {t = 3, [5] = {2992, 0}, [8] = {3810, 0}},
  [89075] = {t = 3, [3] = {3761, 0}, [8] = {3076, 0}},
  [89076] = {t = 3, [4] = {3661, 0}, [8] = {3246, 0}},
  [89077] = {t = 3, [4] = {3506, 0}, [8] = {3506, 0}},
  [89078] = {t = 3, [6] = {2664, 0}, [1] = {3997, 0}},
  [89087] = {t = 1, [1] = {3246, 0.25}, [5] = {3661, 0.25}},
  [89088] = {t = 1, [4] = {3246, 0.25}, [5] = {3661, 0.25}},
  [89089] = {t = 1, [1] = {3559, 0.25}, [8] = {3418, 0.25}},
  [89090] = {t = 1, [8] = {2909, 0.25}, [5] = {3858, 0.25}},
  [89091] = {t = 1, [5] = {3506, 0.25}, [1] = {3506, 0.25}},
  [89092] = {t = 1, [5] = {2664, 0.25}, [8] = {3997, 0.25}},
  [89093] = {t = 1, [7] = {2664, 0.25}, [2] = {5259, 0.25}},
  [89094] = {t = 1, [1] = {3559, 0.25}, [8] = {3418, 0.25}},
  [89095] = {t = 1, [6] = {3905, 0.25}, [8] = {2827, 0.25}},
  [89096] = {t = 1, [5] = {3076, 0.625}, [1] = {3761, 0.875}},
  [89216] = {t = 1, [8] = {3076, 0.625}, [2] = {3761, 0.875}},
  [89232] = {t = 2, [8] = {6666, 0}},
  [89280] = {t = 1, [5] = {3858, 0.625}, [7] = {2909, 0.875}},
  [89291] = {t = 1, [4] = {3076, 0.625}, [5] = {3761, 0.875}},
  [89296] = {t = 1, [1] = {3711, 0.75}, [5] = {3161, 0.75}},
  [89300] = {t = 1, [4] = {3418, 0.5}, [8] = {3559, 1}},
  [89308] = {t = 1, [1] = {2664, 0.6}, [5] = {3997, 0.9}},
  [89337] = {t = 1, [4] = {3076, 0.4}, [5] = {3761, 1.1}},
  [89338] = {t = 1, [1] = {3761, 0.6}, [6] = {3076, 0.9}},
  [89339] = {t = 2, [1] = {3610, 0.25}, [8] = {3332, 0.25}},
  [89340] = {t = 2, [4] = {3858, 0.25}, [5] = {2909, 0.25}},
  [89341] = {t = 2, [5] = {3559, 0.25}, [4] = {3418, 0.25}},
  [89342] = {t = 2, [5] = {3711, 0.25}, [8] = {3161, 0.25}},
  [89343] = {t = 2, [8] = {3905, 0.25}, [6] = {2827, 0.25}},
  [89344] = {t = 2, [4] = {3161, 0.25}, [6] = {3711, 0.25}},
  [89345] = {t = 2, [4] = {2827, 0.25}, [5] = {3905, 0.25}},
  [89346] = {t = 2, [2] = {5259, 0.25}, [7] = {3076, 0.25}},
  [89347] = {t = 2, [5] = {3997, 0.25}, [8] = {2664, 0.25}},
  [89392] = {t = 4, [6] = {3559, 0}, [1] = {3418, 0}},
  [89393] = {t = 4, [6] = {3559, 0}, [8] = {3418, 0}},
  [89394] = {t = 1, [4] = {3610, 0}, [6] = {3332, 0}},
  [89395] = {t = 1, [6] = {3810, 0}, [8] = {2992, 0}},
  [89396] = {t = 4, [5] = {3810, 0}, [8] = {2992, 0}},
  [89397] = {t = 4, [6] = {3810, 0}, [8] = {2992, 0}},
  [89398] = {t = 1, [5] = {2664, 0}, [6] = {3997, 0}},
  [89399] = {t = 1, [5] = {3610, 0}, [8] = {3332, 0}},
  [89400] = {t = 4, [5] = {2992, 0}, [8] = {3810, 0}},
  [89420] = {t = 1, [4] = {3559, 0.5}, [7] = {3418, 0.5}},
  [89421] = {t = 1, [2] = {5259, 0.5}, [7] = {3076, 0.5}},
  [89423] = {t = 1, [1] = {3661, 0.5}, [6] = {3246, 0.5}},
  [89424] = {t = 3, [1] = {3076, 0}, [6] = {3761, 0}},
  [89425] = {t = 3, [1] = {3076, 0}, [6] = {3761, 0}},
  [89426] = {t = 3, [1] = {3076, 0}, [6] = {3761, 0}},
  [89429] = {t = 1, [5] = {3997, 0.5}, [8] = {2664, 0.5}},
  [89430] = {t = 1, [8] = {3661, 0.5}, [6] = {3332, 0.5}},
  [89431] = {t = 1, [7] = {3858, 0.5}, [4] = {2909, 0.5}},
  [89432] = {t = 1, [5] = {3559, 0.5}, [8] = {3418, 0.5}},
  [89433] = {t = 1, [4] = {3661, 0.5}, [6] = {3332, 0.5}},
  [89434] = {t = 1, [8] = {3761, 0.5}, [1] = {3076, 0.5}},
  [89522] = {t = 3, [5] = {3418, 0}, [6] = {3559, 0}},
  [89523] = {t = 3, [4] = {2827, 0}, [8] = {3905, 0}},
  [89524] = {t = 3, [1] = {3506, 0}, [8] = {3506, 0}},
  [89525] = {t = 3, [4] = {2909, 0}, [3] = {3858, 0}},
  [89526] = {t = 3, [5] = {2909, 0}, [6] = {3858, 0}},
  [89527] = {t = 3, [6] = {3506, 0}, [8] = {3506, 0}},
  [89528] = {t = 3, [5] = {3761, 0}, [4] = {3076, 0}},
  [89529] = {t = 3, [1] = {3610, 0}, [5] = {3332, 0}},
  [89530] = {t = 3, [5] = {3332, 0}, [4] = {3610, 0}},
  [89531] = {t = 3, [2] = {3711, 0}, [4] = {3161, 0}},
  [89532] = {t = 3, [5] = {3610, 0}, [6] = {3332, 0}},
  [89533] = {t = 3, [6] = {3810, 0}, [4] = {2992, 0}},
  [89534] = {t = 3, [1] = {2992, 0}, [6] = {3810, 0}},
  [89535] = {t = 3, [6] = {3951, 0}, [4] = {2745, 0}},
  [89537] = {t = 3, [7] = {3506, 0}, [3] = {3506, 0}},
  [89611] = {t = 2, [8] = {6667, 0}},
  [89642] = {t = 3, [1] = {3951, 0}, [5] = {2745, 0}},
  [89643] = {t = 3, [5] = {3858, 0}, [6] = {2909, 0}},
  [89644] = {t = 3, [5] = {3610, 0}, [8] = {3332, 0}},
  [89645] = {t = 3, [5] = {3905, 0}, [8] = {2827, 0}},
  [89646] = {t = 3, [1] = {3858, 0}, [5] = {2909, 0}},
  [89647] = {t = 3, [5] = {3761, 0}, [7] = {3076, 0}},
  [89648] = {t = 3, [6] = {3418, 0}, [8] = {3559, 0}},
  [89649] = {t = 3, [7] = {3858, 0}, [8] = {2909, 0}},
  [89650] = {t = 2, [1] = {3246, 0}, [6] = {3661, 0}},
  [89651] = {t = 2, [6] = {2992, 0}, [4] = {3810, 0}},
  [89652] = {t = 2, [1] = {3332, 0}, [8] = {3610, 0}},
  [89653] = {t = 2, [5] = {3559, 0}, [8] = {3418, 0}},
  [89654] = {t = 2, [5] = {3997, 0}, [6] = {2664, 0}},
  [89655] = {t = 2, [5] = {3858, 0}, [4] = {2909, 0}},
  [89656] = {t = 2, [1] = {3076, 0}, [5] = {3761, 0}},
  [89657] = {t = 2, [7] = {3076, 0}, [6] = {3761, 0}},
  [89658] = {t = 1, [1] = {2745, 0}, [8] = {3951, 0}},
  [89659] = {t = 1, [5] = {3711, 0}, [4] = {3161, 0}},
  [89660] = {t = 1, [5] = {3761, 0}, [6] = {3076, 0}},
  [89661] = {t = 1, [4] = {2909, 0}, [8] = {3858, 0}},
  [89662] = {t = 1, [5] = {3246, 0}, [8] = {3661, 0}},
  [89663] = {t = 1, [4] = {2992, 0}, [8] = {3810, 0}},
  [89664] = {t = 1, [1] = {3506, 0}, [6] = {3506, 0}},
  [89665] = {t = 1, [5] = {3711, 0}, [8] = {3161, 0}},
  [89666] = {t = 1, [1] = {3951, 0}, [6] = {2745, 0}},
  [89667] = {t = 1, [7] = {3246, 0}, [6] = {3661, 0}},
  [89668] = {t = 1, [1] = {3610, 0}, [6] = {3332, 0}},
  [89669] = {t = 1, [7] = {3610, 0}, [8] = {3332, 0}},
  [89670] = {t = 1, [5] = {3905, 0}, [8] = {2827, 0}},
  [89671] = {t = 1, [4] = {2827, 0}, [8] = {3905, 0}},
  [89672] = {t = 1, [6] = {3610, 0}, [8] = {3332, 0}},
  [89673] = {t = 1, [4] = {3506, 0}, [8] = {3506, 0}},
  [89684] = {t = 3, [8] = {3506, 0}, [6] = {3506, 0}},
  [89685] = {t = 1, [8] = {3506, 0}, [5] = {3506, 0}},
  [89766] = {t = 1, [5] = {3997, 0.5}, [7] = {2664, 0.5}},
  [89767] = {t = 2, [4] = {2664, 0.25}, [8] = {3997, 0.25}},
  [89768] = {t = 2, [5] = {3810, 0.25}, [8] = {2992, 0.25}},
  [89802] = {t = 3, [5] = {3559, 0}, [8] = {3418, 0}},
  [89803] = {t = 3, [1] = {3076, 0}, [8] = {3761, 0}},
  [89817] = {t = 3, [6] = {3711, 0}, [7] = {3161, 0}},
  [89818] = {t = 3, [4] = {2992, 0}, [5] = {3810, 0}},
  [89819] = {t = 3, [8] = {3559, 0}, [5] = {3418, 0}},
  [89820] = {t = 1, [4] = {3761, 0.625}, [6] = {3076, 0.875}},
  [89821] = {t = 1, [5] = {3418, 0.625}, [1] = {3559, 0.875}},
  [89822] = {t = 2, [1] = {3761, 0.25}, [5] = {3076, 0.25}},
  [89823] = {t = 1, [7] = {2664, 0.5}, [3] = {5259, 0.5}},
  [89824] = {t = 3, [7] = {3810, 0}, [2] = {2992, 0}},
  [89825] = {t = 2, [1] = {3905, 0}, [5] = {2827, 0}},
  [89826] = {t = 2, [7] = {3810, 0.5}, [5] = {2992, 0.5}},
  [89827] = {t = 3, [6] = {2909, 0}, [8] = {3858, 0}},
  [89828] = {t = 2, [3] = {5259, 0.25}, [4] = {2664, 0.25}},
  [89829] = {t = 2, [1] = {3711, 0.3}, [8] = {3161, 0.2}},
  [89830] = {t = 1, [7] = {2664, 0.5}, [6] = {3997, 0.5}},
  [89831] = {t = 1, [5] = {3246, 0.6}, [6] = {3661, 0.9}},
  [89832] = {t = 1, [4] = {2827, 0.5}, [5] = {3905, 0.5}},
  [89833] = {t = 2, [1] = {3418, 0.25}, [6] = {3559, 0.25}},
  [89834] = {t = 1, [5] = {3506, 0.5}, [1] = {3506, 0.5}},
  [89835] = {t = 1, [8] = {3997, 0.625}, [6] = {2664, 0.875}},
  [89836] = {t = 2, [5] = {3559, 0.25}, [6] = {3418, 0.25}},
  [89837] = {t = 1, [2] = {3559, 0.5}, [3] = {3418, 0.5}},
  [89839] = {t = 2, [5] = {3810, 0.5}, [6] = {2992, 0.5}},
  [89841] = {t = 1, [4] = {3161, 0.5}, [8] = {3711, 0.5}},
  [89842] = {t = 2, [6] = {3661, 0.25}, [5] = {3246, 0.25}},
  [89843] = {t = 2, [7] = {2664, 0.25}, [3] = {5259, 0.25}},
  [89883] = {t = 2, [4] = {3506, 0.2}, [6] = {3506, 0.3}},
  [89884] = {t = 1, [1] = {3661, 0.5}, [5] = {3246, 0.5}},
  [89885] = {t = 2, [7] = {3332, 0.25}, [5] = {3610, 0.25}},
  [89886] = {t = 1, [5] = {3997, 0.5}, [4] = {2664, 0.5}},
  [89887] = {t = 1, [8] = {2909, 0.5}, [1] = {3858, 0.5}},
  [89917] = {t = 3, [6] = {2909, 0}, [8] = {3858, 0}},
  [89918] = {t = 2, [1] = {3711, 0.3}, [8] = {3161, 0.2}},
  [89919] = {t = 2, [7] = {3810, 0.5}, [5] = {2992, 0.5}},
  [89920] = {t = 1, [7] = {2664, 0.5}, [6] = {3997, 0.5}},
  [89921] = {t = 2, [3] = {5259, 0.25}, [4] = {2664, 0.25}},
  [89922] = {t = 1, [5] = {3246, 0.6}, [6] = {3661, 0.9}},
  [89923] = {t = 1, [4] = {2827, 0.5}, [5] = {3905, 0.5}},
  [89924] = {t = 2, [1] = {3418, 0.25}, [6] = {3559, 0.25}},
  [89925] = {t = 1, [5] = {3506, 0.5}, [1] = {3506, 0.5}},
  [89926] = {t = 2, [5] = {3559, 0.25}, [6] = {3418, 0.25}},
  [89927] = {t = 1, [8] = {3997, 0.625}, [6] = {2664, 0.875}},
  [89928] = {t = 1, [2] = {3559, 0.5}, [3] = {3418, 0.5}},
  [89929] = {t = 1, [5] = {3997, 0.5}, [7] = {2664, 0.5}},
  [89930] = {t = 2, [4] = {2664, 0.25}, [8] = {3997, 0.25}},
  [89931] = {t = 2, [5] = {3810, 0.25}, [8] = {2992, 0.25}},
  [89932] = {t = 3, [5] = {3559, 0}, [8] = {3418, 0}},
  [89933] = {t = 3, [1] = {3076, 0}, [8] = {3761, 0}},
  [89934] = {t = 3, [6] = {3711, 0}, [7] = {3161, 0}},
  [89935] = {t = 3, [4] = {2992, 0}, [5] = {3810, 0}},
  [89936] = {t = 3, [8] = {3559, 0}, [5] = {3418, 0}},
  [89937] = {t = 3, [7] = {3810, 0}, [2] = {2992, 0}},
  [89938] = {t = 2, [1] = {3761, 0.25}, [5] = {3076, 0.25}},
  [89939] = {t = 1, [5] = {3418, 0.625}, [1] = {3559, 0.875}},
  [89940] = {t = 1, [4] = {3761, 0.625}, [6] = {3076, 0.875}},
  [89941] = {t = 1, [7] = {2664, 0.5}, [3] = {5259, 0.5}},
  [89942] = {t = 2, [1] = {3905, 0}, [5] = {2827, 0}},
  [89943] = {t = 1, [4] = {3161, 0.5}, [8] = {3711, 0.5}},
  [89944] = {t = 2, [7] = {3332, 0.25}, [5] = {3610, 0.25}},
  [89945] = {t = 2, [6] = {3661, 0.25}, [5] = {3246, 0.25}},
  [89946] = {t = 2, [7] = {2664, 0.25}, [3] = {5259, 0.25}},
  [89947] = {t = 2, [4] = {3506, 0.2}, [6] = {3506, 0.3}},
  [89948] = {t = 1, [1] = {3661, 0.5}, [5] = {3246, 0.5}},
  [89949] = {t = 1, [8] = {2909, 0.5}, [1] = {3858, 0.5}},
  [89950] = {t = 1, [5] = {3997, 0.5}, [4] = {2664, 0.5}},
  [89951] = {t = 2, [5] = {3810, 0.5}, [6] = {2992, 0.5}},
  [89952] = {t = 3, [6] = {2909, 0}, [8] = {3858, 0}},
  [89953] = {t = 2, [1] = {3711, 0.3}, [8] = {3161, 0.2}},
  [89954] = {t = 2, [7] = {3810, 0.5}, [5] = {2992, 0.5}},
  [89955] = {t = 1, [7] = {2664, 0.5}, [6] = {3997, 0.5}},
  [89956] = {t = 2, [3] = {5259, 0.25}, [4] = {2664, 0.25}},
  [89957] = {t = 1, [5] = {3246, 0.6}, [6] = {3661, 0.9}},
  [89958] = {t = 1, [4] = {2827, 0.5}, [5] = {3905, 0.5}},
  [89959] = {t = 2, [1] = {3418, 0.25}, [6] = {3559, 0.25}},
  [89960] = {t = 1, [5] = {3506, 0.5}, [1] = {3506, 0.5}},
  [89961] = {t = 2, [5] = {3559, 0.25}, [6] = {3418, 0.25}},
  [89962] = {t = 1, [8] = {3997, 0.625}, [6] = {2664, 0.875}},
  [89963] = {t = 1, [2] = {3559, 0.5}, [3] = {3418, 0.5}},
  [89964] = {t = 1, [5] = {3997, 0.5}, [7] = {2664, 0.5}},
  [89965] = {t = 2, [4] = {2664, 0.25}, [8] = {3997, 0.25}},
  [89966] = {t = 2, [5] = {3810, 0.25}, [8] = {2992, 0.25}},
  [89967] = {t = 3, [5] = {3559, 0}, [8] = {3418, 0}},
  [89968] = {t = 3, [1] = {3076, 0}, [8] = {3761, 0}},
  [89969] = {t = 3, [6] = {3711, 0}, [7] = {3161, 0}},
  [89970] = {t = 3, [4] = {2992, 0}, [5] = {3810, 0}},
  [89971] = {t = 3, [8] = {3559, 0}, [5] = {3418, 0}},
  [89972] = {t = 3, [7] = {3810, 0}, [2] = {2992, 0}},
  [89973] = {t = 2, [1] = {3761, 0.25}, [5] = {3076, 0.25}},
  [89974] = {t = 1, [5] = {3418, 0.625}, [1] = {3559, 0.875}},
  [89975] = {t = 1, [4] = {3761, 0.625}, [6] = {3076, 0.875}},
  [89976] = {t = 1, [7] = {2664, 0.5}, [3] = {5259, 0.5}},
  [89977] = {t = 2, [1] = {3905, 0}, [5] = {2827, 0}},
  [89978] = {t = 1, [4] = {3161, 0.5}, [8] = {3711, 0.5}},
  [89979] = {t = 2, [7] = {3332, 0.25}, [5] = {3610, 0.25}},
  [89980] = {t = 2, [6] = {3661, 0.25}, [5] = {3246, 0.25}},
  [89981] = {t = 2, [7] = {2664, 0.25}, [3] = {5259, 0.25}},
  [89982] = {t = 2, [4] = {3506, 0.2}, [6] = {3506, 0.3}},
  [89983] = {t = 1, [1] = {3661, 0.5}, [5] = {3246, 0.5}},
  [89984] = {t = 1, [8] = {2909, 0.5}, [1] = {3858, 0.5}},
  [89985] = {t = 1, [5] = {3997, 0.5}, [4] = {2664, 0.5}},
  [89986] = {t = 2, [5] = {3810, 0.5}, [6] = {2992, 0.5}},
  [90176] = {t = 1, [5] = {3610, 0}, [6] = {3332, 0}},
  [90408] = {t = 1, [1] = {2909, 0.6}, [6] = {3858, 0.9}},
  [90409] = {t = 1, [4] = {2992, 0.4}, [5] = {3810, 1.1}},
  [90410] = {t = 1, [1] = {3761, 0.6}, [5] = {3076, 0.9}},
  [90411] = {t = 1, [4] = {3661, 0.5}, [8] = {3246, 1}},
  [90412] = {t = 1, [1] = {3418, 0.75}, [5] = {3559, 0.75}},
  [90413] = {t = 1, [4] = {3858, 0.625}, [5] = {2909, 0.875}},
  [90414] = {t = 1, [5] = {3951, 0.625}, [7] = {2745, 0.875}},
  [90415] = {t = 1, [8] = {3506, 0.625}, [2] = {3506, 0.875}},
  [90416] = {t = 1, [5] = {3997, 0.625}, [1] = {2664, 0.875}},
  [90417] = {t = 1, [8] = {3246, 0.5}, [1] = {3661, 0.5}},
  [90418] = {t = 1, [4] = {3858, 0.5}, [6] = {2909, 0.5}},
  [90419] = {t = 1, [5] = {3997, 0.5}, [8] = {2664, 0.5}},
  [90420] = {t = 1, [7] = {3076, 0.5}, [4] = {3761, 0.5}},
  [90421] = {t = 1, [8] = {2745, 0.5}, [6] = {3951, 0.5}},
  [90422] = {t = 1, [5] = {3418, 0.5}, [8] = {3559, 0.5}},
  [90423] = {t = 1, [1] = {2664, 0.5}, [6] = {3997, 0.5}},
  [90424] = {t = 1, [2] = {5259, 0.5}, [7] = {2664, 0.5}},
  [90425] = {t = 1, [4] = {3858, 0.5}, [7] = {2909, 0.5}},
  [90429] = {t = 3, [4] = {3246, 0}, [8] = {3661, 0}},
  [90430] = {t = 3, [1] = {3711, 0}, [6] = {3161, 0}},
  [90431] = {t = 3, [2] = {5259, 0}, [4] = {2664, 0}},
  [90432] = {t = 3, [4] = {3506, 0}, [5] = {3506, 0}},
  [90433] = {t = 3, [6] = {2664, 0}, [8] = {3997, 0}},
  [90434] = {t = 3, [1] = {3810, 0}, [5] = {2992, 0}},
  [90435] = {t = 3, [4] = {2827, 0}, [6] = {3905, 0}},
  [90436] = {t = 3, [2] = {3246, 0}, [3] = {3661, 0}},
  [90437] = {t = 3, [6] = {3610, 0}, [4] = {3332, 0}},
  [90438] = {t = 3, [7] = {3997, 0}, [5] = {2664, 0}},
  [90439] = {t = 2, [4] = {3161, 0}, [5] = {3711, 0}},
  [90440] = {t = 2, [1] = {3997, 0}, [8] = {2664, 0}},
  [90441] = {t = 2, [5] = {3332, 0}, [8] = {3610, 0}},
  [90442] = {t = 2, [4] = {2992, 0}, [6] = {3810, 0}},
  [90443] = {t = 2, [1] = {3761, 0}, [5] = {3076, 0}},
  [90444] = {t = 2, [8] = {3506, 0}, [4] = {3506, 0}},
  [90445] = {t = 2, [1] = {3418, 0}, [6] = {3559, 0}},
  [90446] = {t = 2, [3] = {2909, 0}, [2] = {3858, 0}},
  [90447] = {t = 2, [5] = {3559, 0}, [7] = {3418, 0}},
  [90448] = {t = 2, [1] = {3076, 0.25}, [6] = {3761, 0.25}},
  [90449] = {t = 2, [4] = {3506, 0.25}, [5] = {3506, 0.25}},
  [90450] = {t = 2, [1] = {3905, 0.25}, [5] = {2827, 0.25}},
  [90451] = {t = 2, [5] = {3810, 0.25}, [8] = {2992, 0.25}},
  [90452] = {t = 2, [6] = {2827, 0.25}, [8] = {3905, 0.25}},
  [90453] = {t = 2, [6] = {3661, 0.25}, [8] = {3246, 0.25}},
  [90454] = {t = 2, [8] = {3506, 0.25}, [6] = {3506, 0.25}},
  [90455] = {t = 2, [2] = {5259, 0.25}, [4] = {3076, 0.25}},
  [90456] = {t = 2, [5] = {3810, 0.25}, [8] = {2992, 0.25}},
  [90503] = {t = 3, [5] = {3661, 0}, [6] = {3246, 0}},
  [90504] = {t = 1, [4] = {3161, 0.5}, [8] = {3711, 0.5}},
  [90505] = {t = 2, [7] = {3332, 0.25}, [5] = {3610, 0.25}},
  [90506] = {t = 3, [8] = {3997, 0}, [4] = {2664, 0}},
  [90507] = {t = 2, [3] = {5259, 0.3}, [4] = {2664, 0.2}},
  [90508] = {t = 3, [7] = {2992, 0}, [4] = {3810, 0}},
  [90509] = {t = 3, [2] = {3506, 0}, [3] = {3506, 0}},
  [90510] = {t = 3, [1] = {3506, 0}, [8] = {3506, 0}},
  [90511] = {t = 3, [1] = {3076, 0}, [6] = {3761, 0}},
  [90512] = {t = 3, [8] = {3610, 0}, [6] = {3332, 0}},
  [90513] = {t = 4, [8] = {3761, 0.25}, [5] = {3076, 0.25}},
  [90514] = {t = 2, [1] = {3332, 0.3}, [6] = {3610, 0.2}},
  [90515] = {t = 2, [1] = {2664, 0.3}, [6] = {3997, 0.2}},
  [90516] = {t = 1, [6] = {3661, 0.625}, [1] = {3246, 0.875}},
  [90517] = {t = 3, [5] = {3661, 0}, [6] = {3246, 0}},
  [90518] = {t = 1, [4] = {3161, 0.5}, [8] = {3711, 0.5}},
  [90519] = {t = 2, [7] = {3332, 0.25}, [5] = {3610, 0.25}},
  [90520] = {t = 3, [8] = {3997, 0}, [4] = {2664, 0}},
  [90521] = {t = 2, [3] = {5259, 0.3}, [4] = {2664, 0.2}},
  [90522] = {t = 3, [7] = {2992, 0}, [4] = {3810, 0}},
  [90523] = {t = 3, [2] = {3506, 0}, [3] = {3506, 0}},
  [90524] = {t = 3, [1] = {3506, 0}, [8] = {3506, 0}},
  [90525] = {t = 3, [1] = {3076, 0}, [6] = {3761, 0}},
  [90526] = {t = 3, [8] = {3610, 0}, [6] = {3332, 0}},
  [90527] = {t = 4, [8] = {3761, 0.25}, [5] = {3076, 0.25}},
  [90528] = {t = 2, [1] = {3332, 0.3}, [6] = {3610, 0.2}},
  [90529] = {t = 2, [1] = {2664, 0.3}, [6] = {3997, 0.2}},
  [90530] = {t = 1, [6] = {3661, 0.625}, [1] = {3246, 0.875}},
  [90570] = {t = 1, [8] = {3711, 0}, [4] = {3161, 0}},
  [90571] = {t = 3, [1] = {3711, 0}, [8] = {3161, 0}},
  [90572] = {t = 1, [1] = {3161, 0}, [6] = {3711, 0}},
  [90573] = {t = 1, [1] = {3076, 0}, [6] = {3761, 0}},
  [90574] = {t = 2, [1] = {3761, 0}, [6] = {3076, 0}},
  [90575] = {t = 3, [3] = {3161, 0}, [8] = {3711, 0}},
  [90576] = {t = 2, [3] = {3161, 0}, [8] = {3711, 0}},
  [90577] = {t = 1, [4] = {3711, 0}, [3] = {3161, 0}},
  [90578] = {t = 3, [2] = {5259, 0}, [7] = {3076, 0}},
  [90579] = {t = 1, [6] = {3711, 0}, [4] = {3161, 0}},
  [90580] = {t = 3, [5] = {3858, 0}, [6] = {2909, 0}},
  [90581] = {t = 3, [6] = {3559, 0}, [8] = {3418, 0}},
  [90582] = {t = 3, [8] = {3810, 0}, [6] = {2992, 0}},
  [90583] = {t = 3, [8] = {3997, 0}, [6] = {2664, 0}},
  [90584] = {t = 3, [4] = {2992, 0}, [6] = {3810, 0}},
  [90585] = {t = 1, [5] = {2992, 0}, [8] = {3810, 0}},
  [90586] = {t = 3, [5] = {3661, 0}, [4] = {3246, 0}},
  [90587] = {t = 1, [4] = {3761, 0}, [5] = {3161, 0}},
  [90588] = {t = 2, [5] = {3761, 0}, [6] = {3076, 0}},
  [90589] = {t = 3, [1] = {3332, 0}, [6] = {3610, 0}},
  [90590] = {t = 3, [6] = {3711, 0}, [8] = {3161, 0}},
  [90591] = {t = 3, [4] = {3332, 0}, [5] = {3610, 0}},
  [90592] = {t = 3, [5] = {2664, 0}, [8] = {3997, 0}},
  [90593] = {t = 3, [8] = {3506, 0}, [5] = {3506, 0}},
  [90594] = {t = 3, [3] = {5259, 0}, [8] = {2664, 0}},
  [90595] = {t = 3, [1] = {3711, 0}, [8] = {3161, 0}},
  [90596] = {t = 3, [4] = {3246, 0}, [5] = {3661, 0}},
  [90597] = {t = 1, [5] = {3858, 0}, [8] = {2909, 0}},
  [90598] = {t = 1, [1] = {3418, 0}, [5] = {3559, 0}},
  [90599] = {t = 1, [1] = {3506, 0}, [5] = {3506, 0}},
  [90600] = {t = 1, [5] = {3661, 0}, [4] = {3246, 0}},
  [90601] = {t = 1, [1] = {3761, 0}, [6] = {3076, 0}},
  [90602] = {t = 1, [5] = {2827, 0}, [6] = {3905, 0}},
  [90603] = {t = 1, [8] = {3810, 0}, [3] = {2992, 0}},
  [90607] = {t = 1, [4] = {3559, 0}, [6] = {3418, 0}},
  [90609] = {t = 1, [1] = {3997, 0}, [5] = {2664, 0}},
  [90738] = {t = 2, [5] = {3161, 0}, [1] = {3711, 0}},
  [90739] = {t = 2, [5] = {3161, 0}, [1] = {3711, 0}},
  [90740] = {t = 2, [5] = {3161, 0}, [1] = {3711, 0}},
  [90858] = {t = 3, [1] = {2664, 0}, [8] = {3997, 0}},
  [90859] = {t = 3, [4] = {3997, 0}, [8] = {2664, 0}},
  [90860] = {t = 3, [2] = {3559, 0}, [8] = {3418, 0}},
  [90861] = {t = 3, [5] = {2664, 0}, [4] = {3997, 0}},
  [90862] = {t = 3, [7] = {3997, 0}, [6] = {2664, 0}},
  [90906] = {t = 2, [5] = {3559, 0}, [8] = {3418, 0}},
  [90907] = {t = 2, [5] = {3246, 0}, [8] = {3661, 0}},
  [90908] = {t = 2, [1] = {3506, 0}, [8] = {3506, 0}},
  [90909] = {t = 2, [1] = {3711, 0}, [5] = {3161, 0}},
  [90910] = {t = 2, [2] = {3761, 0}, [3] = {3076, 0}},
  [90911] = {t = 2, [1] = {3076, 0}, [8] = {3761, 0}},
  [90912] = {t = 2, [6] = {3997, 0}, [8] = {2664, 0}},
  [90913] = {t = 2, [4] = {3332, 0}, [6] = {3610, 0}},
  [90914] = {t = 2, [8] = {3810, 0}, [5] = {2992, 0}},
  [91087] = {t = 1, [5] = {3506, 0}, [8] = {3506, 0}},
  [91088] = {t = 1, [5] = {3506, 0}, [8] = {3506, 0}},
  [91089] = {t = 1, [5] = {3506, 0}, [8] = {3506, 0}},
  [91090] = {t = 1, [5] = {3506, 0}, [8] = {3506, 0}},
  [91091] = {t = 1, [5] = {3506, 0}, [8] = {3506, 0}},
  [91092] = {t = 1, [5] = {3506, 0}, [8] = {3506, 0}},
  [91093] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [91094] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [91095] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [91096] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [91097] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [91098] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [91100] = {t = 3, [5] = {3761, 0}, [6] = {3076, 0}},
  [91101] = {t = 3, [8] = {3761, 0}, [4] = {3076, 0}},
  [91102] = {t = 3, [7] = {3761, 0}, [5] = {3076, 0}},
  [91103] = {t = 3, [8] = {3761, 0}, [6] = {3076, 0}},
  [91105] = {t = 3, [5] = {3761, 0}, [6] = {3076, 0}},
  [91106] = {t = 3, [4] = {3761, 0}, [8] = {3076, 0}},
  [91107] = {t = 1, [5] = {3506, 0}, [8] = {3506, 0}},
  [91108] = {t = 1, [5] = {3506, 0}, [8] = {3506, 0}},
  [91109] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [91110] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [91111] = {t = 2, [4] = {3761, 0.5}, [6] = {3076, 0}},
  [91112] = {t = 2, [4] = {3761, 0.5}, [6] = {3076, 0}},
  [91113] = {t = 2, [1] = {3761, 0.5}, [6] = {3076, 0}},
  [91114] = {t = 2, [1] = {3761, 0.5}, [6] = {3076, 0}},
  [91115] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [91116] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [91117] = {t = 2, [6] = {3761, 0.5}, [5] = {3076, 0}},
  [91118] = {t = 2, [6] = {3761, 0.5}, [5] = {3076, 0}},
  [91119] = {t = 2, [1] = {3761, 0.5}, [8] = {3076, 0}},
  [91120] = {t = 2, [1] = {3761, 0.5}, [8] = {3076, 0}},
  [91121] = {t = 3, [4] = {3761, 0}, [5] = {3076, 0}},
  [91122] = {t = 3, [8] = {3761, 0}, [6] = {3076, 0}},
  [91123] = {t = 3, [1] = {3761, 0}, [5] = {3076, 0}},
  [91124] = {t = 3, [5] = {3761, 0}, [6] = {3076, 0}},
  [91125] = {t = 3, [8] = {3761, 0}, [6] = {3076, 0}},
  [91126] = {t = 3, [1] = {3761, 0}, [5] = {3076, 0}},
  [91127] = {t = 3, [5] = {3506, 0}, [8] = {3506, 0}},
  [91128] = {t = 3, [5] = {3506, 0}, [8] = {3506, 0}},
  [91129] = {t = 3, [5] = {3506, 0}, [8] = {3506, 0}},
  [91130] = {t = 3, [5] = {3506, 0}, [8] = {3506, 0}},
  [91131] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [91132] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [91133] = {t = 1, [5] = {3506, 0}, [8] = {3506, 0}},
  [91134] = {t = 1, [5] = {3506, 0}, [8] = {3506, 0}},
  [91135] = {t = 3, [5] = {3761, 0}, [8] = {3076, 0}},
  [91136] = {t = 3, [6] = {3761, 0}, [8] = {3076, 0}},
  [91137] = {t = 3, [1] = {3761, 0}, [6] = {3076, 0}},
  [91138] = {t = 3, [5] = {3761, 0}, [8] = {3076, 0}},
  [91139] = {t = 3, [4] = {3761, 0}, [6] = {3076, 0}},
  [91140] = {t = 3, [1] = {3761, 0}, [6] = {3076, 0}},
  [91141] = {t = 3, [1] = {3506, 0}, [8] = {3506, 0}},
  [91142] = {t = 3, [1] = {3506, 0}, [8] = {3506, 0}},
  [91143] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [91144] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [91145] = {t = 1, [5] = {3506, 0}, [8] = {3506, 0}},
  [91146] = {t = 1, [5] = {3506, 0}, [8] = {3506, 0}},
  [91147] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [91148] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [91149] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [91150] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [91151] = {t = 1, [8] = {3506, 1.5}, [7] = {3506, 0}},
  [91152] = {t = 1, [8] = {3506, 1.5}, [7] = {3506, 0}},
  [91153] = {t = 1, [6] = {3506, 1}, [5] = {3506, 0}},
  [91154] = {t = 1, [6] = {3506, 1}, [5] = {3506, 0}},
  [91155] = {t = 2, [7] = {3506, 0.5}, [6] = {3506, 0}},
  [91156] = {t = 2, [7] = {3506, 0.5}, [6] = {3506, 0}},
  [91157] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [91158] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [91159] = {t = 1, [8] = {3506, 1.5}, [7] = {3506, 0}},
  [91160] = {t = 1, [8] = {3506, 1.5}, [7] = {3506, 0}},
  [91161] = {t = 1, [6] = {3506, 1}, [5] = {3506, 0}},
  [91162] = {t = 1, [6] = {3506, 1}, [5] = {3506, 0}},
  [91163] = {t = 1, [5] = {3506, 1}, [8] = {3506, 0}},
  [91164] = {t = 1, [5] = {3506, 1}, [8] = {3506, 0}},
  [91165] = {t = 2, [7] = {3506, 0.5}, [6] = {3506, 0}},
  [91166] = {t = 2, [7] = {3506, 0.5}, [6] = {3506, 0}},
  [91167] = {t = 2, [1] = {3761, 0.5}, [6] = {3076, 0}},
  [91168] = {t = 2, [1] = {3761, 0.5}, [6] = {3076, 0}},
  [91169] = {t = 2, [1] = {3761, 0.5}, [8] = {3076, 0}},
  [91170] = {t = 2, [1] = {3761, 0.5}, [8] = {3076, 0}},
  [91171] = {t = 3, [1] = {3761, 0}, [5] = {3076, 0}},
  [91172] = {t = 2, [1] = {3506, 0.5}, [6] = {3506, 0}},
  [91173] = {t = 2, [1] = {3506, 0.5}, [6] = {3506, 0}},
  [91174] = {t = 1, [8] = {3506, 1.5}, [5] = {3506, 0}},
  [91175] = {t = 1, [8] = {3506, 1.5}, [5] = {3506, 0}},
  [91176] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [91177] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [91178] = {t = 1, [1] = {3506, 1}, [6] = {3506, 0}},
  [91179] = {t = 1, [1] = {3506, 1}, [6] = {3506, 0}},
  [91180] = {t = 2, [1] = {3506, 0.5}, [8] = {3506, 0}},
  [91181] = {t = 2, [1] = {3506, 0.5}, [8] = {3506, 0}},
  [91182] = {t = 1, [5] = {3506, 0}, [8] = {3506, 0}},
  [91183] = {t = 1, [5] = {3506, 0}, [8] = {3506, 0}},
  [91184] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [91185] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [91186] = {t = 2, [6] = {3761, 0.5}, [5] = {3076, 0}},
  [91187] = {t = 2, [6] = {3761, 0.5}, [5] = {3076, 0}},
  [91188] = {t = 3, [8] = {3761, 0}, [6] = {3076, 0}},
  [91189] = {t = 2, [1] = {3506, 0.5}, [5] = {3506, 0}},
  [91190] = {t = 2, [1] = {3506, 0.5}, [5] = {3506, 0}},
  [91191] = {t = 1, [6] = {3506, 1.5}, [8] = {3506, 0}},
  [91192] = {t = 1, [6] = {3506, 1.5}, [8] = {3506, 0}},
  [91193] = {t = 1, [8] = {3506, 1}, [6] = {3506, 0}},
  [91194] = {t = 1, [8] = {3506, 1}, [6] = {3506, 0}},
  [91195] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [91196] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [91197] = {t = 2, [6] = {3506, 0.5}, [8] = {3506, 0}},
  [91198] = {t = 2, [6] = {3506, 0.5}, [8] = {3506, 0}},
  [91199] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [91200] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [91201] = {t = 1, [5] = {3506, 0}, [8] = {3506, 0}},
  [91202] = {t = 1, [5] = {3506, 0}, [8] = {3506, 0}},
  [91203] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [91204] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [91205] = {t = 3, [1] = {3506, 0}, [8] = {3506, 0}},
  [91206] = {t = 3, [1] = {3506, 0}, [8] = {3506, 0}},
  [91207] = {t = 1, [1] = {3506, 0}, [8] = {3506, 0}},
  [91208] = {t = 1, [1] = {3506, 0}, [8] = {3506, 0}},
  [91209] = {t = 2, [5] = {6666, 0}},
  [91210] = {t = 2, [8] = {6666, 0}},
  [91211] = {t = 2, [1] = {6666, 0}},
  [91212] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [91213] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [91214] = {t = 2, [4] = {3761, 0.5}, [6] = {3076, 0}},
  [91215] = {t = 2, [4] = {3761, 0.5}, [6] = {3076, 0}},
  [91216] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [91217] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [91218] = {t = 2, [6] = {3761, 0.5}, [5] = {3076, 0}},
  [91219] = {t = 2, [6] = {3761, 0.5}, [5] = {3076, 0}},
  [91220] = {t = 3, [6] = {3761, 0}, [8] = {3076, 0}},
  [91221] = {t = 3, [4] = {3761, 0}, [5] = {3076, 0}},
  [91222] = {t = 1, [5] = {3506, 1}, [8] = {3506, 0}},
  [91223] = {t = 1, [5] = {3506, 1}, [8] = {3506, 0}},
  [91224] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [91225] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [91226] = {t = 1, [8] = {3506, 1.5}, [7] = {3506, 0}},
  [91227] = {t = 1, [8] = {3506, 1.5}, [7] = {3506, 0}},
  [91228] = {t = 1, [6] = {3506, 1}, [5] = {3506, 0}},
  [91229] = {t = 1, [6] = {3506, 1}, [5] = {3506, 0}},
  [91230] = {t = 2, [7] = {3506, 0.5}, [6] = {3506, 0}},
  [91231] = {t = 2, [7] = {3506, 0.5}, [6] = {3506, 0}},
  [91232] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [91233] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [91234] = {t = 1, [8] = {3506, 1.5}, [5] = {3506, 0}},
  [91235] = {t = 1, [8] = {3506, 1.5}, [5] = {3506, 0}},
  [91236] = {t = 1, [6] = {3506, 1}, [8] = {3506, 0}},
  [91237] = {t = 1, [6] = {3506, 1}, [8] = {3506, 0}},
  [91238] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [91239] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [91240] = {t = 2, [8] = {3506, 0.5}, [6] = {3506, 0}},
  [91241] = {t = 2, [8] = {3506, 0.5}, [6] = {3506, 0}},
  [91242] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [91243] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [91244] = {t = 2, [6] = {3761, 0.5}, [5] = {3076, 0}},
  [91245] = {t = 2, [6] = {3761, 0.5}, [5] = {3076, 0}},
  [91246] = {t = 3, [4] = {3761, 0}, [5] = {3076, 0}},
  [91247] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [91248] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [91249] = {t = 1, [8] = {3506, 1.5}, [7] = {3506, 0}},
  [91250] = {t = 1, [8] = {3506, 1.5}, [7] = {3506, 0}},
  [91251] = {t = 1, [6] = {3506, 1}, [5] = {3506, 0}},
  [91252] = {t = 1, [6] = {3506, 1}, [5] = {3506, 0}},
  [91253] = {t = 2, [7] = {3506, 0.5}, [6] = {3506, 0}},
  [91254] = {t = 2, [7] = {3506, 0.5}, [6] = {3506, 0}},
  [91255] = {t = 1, [5] = {3506, 1}, [8] = {3506, 0}},
  [91256] = {t = 1, [5] = {3506, 1}, [8] = {3506, 0}},
  [91257] = {t = 2, [1] = {3506, 0.5}, [6] = {3506, 0}},
  [91258] = {t = 2, [1] = {3506, 0.5}, [6] = {3506, 0}},
  [91259] = {t = 1, [8] = {3506, 1.5}, [5] = {3506, 0}},
  [91260] = {t = 1, [8] = {3506, 1.5}, [5] = {3506, 0}},
  [91261] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [91262] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [91263] = {t = 2, [1] = {3506, 0.5}, [8] = {3506, 0}},
  [91264] = {t = 2, [1] = {3506, 0.5}, [8] = {3506, 0}},
  [91265] = {t = 1, [1] = {3506, 1}, [6] = {3506, 0}},
  [91266] = {t = 1, [1] = {3506, 1}, [6] = {3506, 0}},
  [91267] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [91268] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [91269] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [91270] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [91271] = {t = 1, [8] = {3506, 1.5}, [7] = {3506, 0}},
  [91272] = {t = 1, [8] = {3506, 1.5}, [7] = {3506, 0}},
  [91273] = {t = 1, [6] = {3506, 1}, [5] = {3506, 0}},
  [91274] = {t = 1, [6] = {3506, 1}, [5] = {3506, 0}},
  [91275] = {t = 2, [7] = {3506, 0.5}, [6] = {3506, 0}},
  [91276] = {t = 2, [7] = {3506, 0.5}, [6] = {3506, 0}},
  [91277] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [91278] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [91279] = {t = 2, [1] = {3761, 0.5}, [6] = {3076, 0}},
  [91280] = {t = 2, [1] = {3761, 0.5}, [6] = {3076, 0}},
  [91281] = {t = 2, [6] = {3761, 0.5}, [5] = {3076, 0}},
  [91282] = {t = 2, [6] = {3761, 0.5}, [5] = {3076, 0}},
  [91283] = {t = 2, [1] = {3761, 0.5}, [8] = {3076, 0}},
  [91284] = {t = 2, [1] = {3761, 0.5}, [8] = {3076, 0}},
  [91285] = {t = 3, [8] = {3761, 0}, [6] = {3076, 0}},
  [91286] = {t = 3, [1] = {3761, 0}, [5] = {3076, 0}},
  [91287] = {t = 1, [1] = {3506, 1}, [6] = {3506, 0}},
  [91288] = {t = 1, [1] = {3506, 1}, [6] = {3506, 0}},
  [91289] = {t = 2, [1] = {3506, 0.5}, [6] = {3506, 0}},
  [91290] = {t = 2, [1] = {3506, 0.5}, [6] = {3506, 0}},
  [91291] = {t = 1, [8] = {3506, 1.5}, [5] = {3506, 0}},
  [91292] = {t = 1, [8] = {3506, 1.5}, [5] = {3506, 0}},
  [91293] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [91294] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [91295] = {t = 2, [1] = {3506, 0.5}, [8] = {3506, 0}},
  [91296] = {t = 2, [1] = {3506, 0.5}, [8] = {3506, 0}},
  [91297] = {t = 2, [4] = {3761, 0.5}, [6] = {3076, 0}},
  [91298] = {t = 2, [4] = {3761, 0.5}, [6] = {3076, 0}},
  [91299] = {t = 2, [8] = {3761, 0.5}, [5] = {3076, 0}},
  [91300] = {t = 2, [8] = {3761, 0.5}, [5] = {3076, 0}},
  [91301] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [91302] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [91303] = {t = 2, [6] = {3761, 0.5}, [5] = {3076, 0}},
  [91304] = {t = 2, [6] = {3761, 0.5}, [5] = {3076, 0}},
  [91305] = {t = 3, [7] = {3761, 0}, [5] = {3076, 0}},
  [91306] = {t = 3, [6] = {3761, 0}, [8] = {3076, 0}},
  [91307] = {t = 1, [5] = {3506, 0}, [8] = {3506, 0}},
  [91308] = {t = 1, [5] = {3506, 0}, [8] = {3506, 0}},
  [91309] = {t = 2, [1] = {3506, 0.5}, [6] = {3506, 0}},
  [91310] = {t = 2, [1] = {3506, 0.5}, [6] = {3506, 0}},
  [91311] = {t = 1, [8] = {3506, 1.5}, [5] = {3506, 0}},
  [91312] = {t = 1, [8] = {3506, 1.5}, [5] = {3506, 0}},
  [91313] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [91314] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [91315] = {t = 1, [1] = {3506, 1}, [6] = {3506, 0}},
  [91316] = {t = 1, [1] = {3506, 1}, [6] = {3506, 0}},
  [91317] = {t = 2, [1] = {3506, 0.5}, [8] = {3506, 0}},
  [91318] = {t = 2, [1] = {3506, 0.5}, [8] = {3506, 0}},
  [91319] = {t = 2, [1] = {3506, 0.5}, [5] = {3506, 0}},
  [91320] = {t = 2, [1] = {3506, 0.5}, [5] = {3506, 0}},
  [91321] = {t = 1, [6] = {3506, 1.5}, [8] = {3506, 0}},
  [91322] = {t = 1, [6] = {3506, 1.5}, [8] = {3506, 0}},
  [91323] = {t = 1, [8] = {3506, 1}, [6] = {3506, 0}},
  [91324] = {t = 1, [8] = {3506, 1}, [6] = {3506, 0}},
  [91325] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [91326] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [91327] = {t = 2, [6] = {3506, 0.5}, [8] = {3506, 0}},
  [91328] = {t = 2, [6] = {3506, 0.5}, [8] = {3506, 0}},
  [91335] = {t = 2, [4] = {3761, 0.5}, [6] = {3076, 0}},
  [91336] = {t = 2, [4] = {3761, 0.5}, [6] = {3076, 0}},
  [91337] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [91338] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [91339] = {t = 3, [6] = {3761, 0}, [8] = {3076, 0}},
  [91340] = {t = 1, [5] = {3506, 1}, [8] = {3506, 0}},
  [91341] = {t = 1, [5] = {3506, 1}, [8] = {3506, 0}},
  [91342] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [91343] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [91344] = {t = 1, [8] = {3506, 1.5}, [7] = {3506, 0}},
  [91345] = {t = 1, [8] = {3506, 1.5}, [7] = {3506, 0}},
  [91346] = {t = 1, [6] = {3506, 1}, [5] = {3506, 0}},
  [91347] = {t = 1, [6] = {3506, 1}, [5] = {3506, 0}},
  [91348] = {t = 2, [7] = {3506, 0.5}, [6] = {3506, 0}},
  [91349] = {t = 2, [7] = {3506, 0.5}, [6] = {3506, 0}},
  [91350] = {t = 2, [1] = {3761, 0.5}, [6] = {3076, 0}},
  [91351] = {t = 2, [1] = {3761, 0.5}, [6] = {3076, 0}},
  [91352] = {t = 2, [6] = {3761, 0.5}, [5] = {3076, 0}},
  [91353] = {t = 2, [6] = {3761, 0.5}, [5] = {3076, 0}},
  [91354] = {t = 2, [1] = {3761, 0.5}, [8] = {3076, 0}},
  [91355] = {t = 2, [1] = {3761, 0.5}, [8] = {3076, 0}},
  [91356] = {t = 3, [8] = {3761, 0}, [6] = {3076, 0}},
  [91357] = {t = 3, [1] = {3761, 0}, [5] = {3076, 0}},
  [91358] = {t = 1, [1] = {3506, 1}, [6] = {3506, 0}},
  [91359] = {t = 1, [1] = {3506, 1}, [6] = {3506, 0}},
  [91360] = {t = 2, [1] = {3506, 0.5}, [6] = {3506, 0}},
  [91361] = {t = 2, [1] = {3506, 0.5}, [6] = {3506, 0}},
  [91362] = {t = 1, [8] = {3506, 1.5}, [5] = {3506, 0}},
  [91363] = {t = 1, [8] = {3506, 1.5}, [5] = {3506, 0}},
  [91364] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [91365] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [91366] = {t = 2, [1] = {3506, 0.5}, [8] = {3506, 0}},
  [91367] = {t = 2, [1] = {3506, 0.5}, [8] = {3506, 0}},
  [91368] = {t = 1, [5] = {3506, 1}, [8] = {3506, 0}},
  [91369] = {t = 1, [5] = {3506, 1}, [8] = {3506, 0}},
  [91370] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [91371] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [91372] = {t = 1, [8] = {3506, 1.5}, [7] = {3506, 0}},
  [91373] = {t = 1, [8] = {3506, 1.5}, [7] = {3506, 0}},
  [91374] = {t = 1, [6] = {3506, 1}, [5] = {3506, 0}},
  [91375] = {t = 1, [6] = {3506, 1}, [5] = {3506, 0}},
  [91376] = {t = 2, [7] = {3506, 0.5}, [6] = {3506, 0}},
  [91377] = {t = 2, [7] = {3506, 0.5}, [6] = {3506, 0}},
  [91378] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [91379] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [91380] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [91381] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [91382] = {t = 2, [1] = {3506, 0.5}, [5] = {3506, 0}},
  [91383] = {t = 2, [1] = {3506, 0.5}, [5] = {3506, 0}},
  [91384] = {t = 1, [6] = {3506, 1.5}, [8] = {3506, 0}},
  [91385] = {t = 1, [6] = {3506, 1.5}, [8] = {3506, 0}},
  [91386] = {t = 1, [8] = {3506, 1}, [6] = {3506, 0}},
  [91387] = {t = 1, [8] = {3506, 1}, [6] = {3506, 0}},
  [91388] = {t = 2, [6] = {3506, 0.5}, [8] = {3506, 0}},
  [91389] = {t = 2, [6] = {3506, 0.5}, [8] = {3506, 0}},
  [91390] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [91391] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [91392] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [91393] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [91394] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [91395] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [91396] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [91397] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [91398] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [91399] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [91402] = {t = 4, [1] = {3506, 0}, [8] = {3506, 0}},
  [91403] = {t = 4, [1] = {3506, 0}, [8] = {3506, 0}},
  [91404] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [91405] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [91406] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [91407] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [91408] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [91409] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [91411] = {t = 3, [6] = {3761, 0}, [5] = {3076, 0}},
  [91412] = {t = 3, [8] = {3761, 0}, [4] = {3076, 0}},
  [91413] = {t = 3, [7] = {3761, 0}, [5] = {3076, 0}},
  [91414] = {t = 3, [4] = {3761, 0}, [6] = {3076, 0}},
  [91416] = {t = 3, [5] = {3761, 0}, [6] = {3076, 0}},
  [91417] = {t = 3, [4] = {3761, 0}, [8] = {3076, 0}},
  [91418] = {t = 3, [5] = {3506, 0}, [8] = {3506, 0}},
  [91419] = {t = 3, [5] = {3506, 0}, [8] = {3506, 0}},
  [91420] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [91421] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [91422] = {t = 1, [8] = {3506, 1.5}, [5] = {3506, 0}},
  [91423] = {t = 1, [8] = {3506, 1.5}, [5] = {3506, 0}},
  [91424] = {t = 1, [6] = {3506, 1}, [8] = {3506, 0}},
  [91425] = {t = 1, [6] = {3506, 1}, [8] = {3506, 0}},
  [91426] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [91427] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [91428] = {t = 2, [8] = {3506, 0.5}, [6] = {3506, 0}},
  [91429] = {t = 2, [8] = {3506, 0.5}, [6] = {3506, 0}},
  [91430] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [91431] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [91432] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [91433] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [91434] = {t = 1, [8] = {3506, 1.5}, [7] = {3506, 0}},
  [91435] = {t = 1, [8] = {3506, 1.5}, [7] = {3506, 0}},
  [91436] = {t = 1, [6] = {3506, 1}, [5] = {3506, 0}},
  [91437] = {t = 1, [6] = {3506, 1}, [5] = {3506, 0}},
  [91438] = {t = 2, [7] = {3506, 0.5}, [6] = {3506, 0}},
  [91439] = {t = 2, [7] = {3506, 0.5}, [6] = {3506, 0}},
  [91440] = {t = 1, [5] = {3506, 0}, [8] = {3506, 0}},
  [91442] = {t = 1, [5] = {3506, 0}, [8] = {3506, 0}},
  [91444] = {t = 1, [5] = {3506, 0}, [8] = {3506, 0}},
  [91446] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [91448] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [91450] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [91453] = {t = 3, [5] = {3761, 0}, [6] = {3076, 0}},
  [91454] = {t = 3, [8] = {3761, 0}, [4] = {3076, 0}},
  [91455] = {t = 3, [7] = {3761, 0}, [5] = {3076, 0}},
  [91456] = {t = 3, [8] = {3761, 0}, [6] = {3076, 0}},
  [91458] = {t = 3, [5] = {3761, 0}, [6] = {3076, 0}},
  [91459] = {t = 3, [4] = {3761, 0}, [8] = {3076, 0}},
  [91460] = {t = 1, [5] = {3506, 0}, [8] = {3506, 0}},
  [91462] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [91464] = {t = 2, [4] = {3761, 0.5}, [6] = {3076, 0}},
  [91466] = {t = 2, [1] = {3761, 0.5}, [6] = {3076, 0}},
  [91468] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [91470] = {t = 2, [6] = {3761, 0.5}, [5] = {3076, 0}},
  [91472] = {t = 2, [1] = {3761, 0.5}, [8] = {3076, 0}},
  [91474] = {t = 3, [4] = {3761, 0}, [5] = {3076, 0}},
  [91475] = {t = 3, [8] = {3761, 0}, [6] = {3076, 0}},
  [91476] = {t = 3, [1] = {3761, 0}, [5] = {3076, 0}},
  [91477] = {t = 3, [5] = {3761, 0}, [6] = {3076, 0}},
  [91478] = {t = 3, [8] = {3761, 0}, [6] = {3076, 0}},
  [91479] = {t = 3, [1] = {3761, 0}, [5] = {3076, 0}},
  [91480] = {t = 3, [5] = {3506, 0}, [8] = {3083, 0}},
  [91482] = {t = 3, [5] = {3506, 0}, [8] = {2548, 0}},
  [91484] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [91486] = {t = 1, [5] = {3506, 0}, [8] = {3506, 0}},
  [91488] = {t = 3, [5] = {3761, 0}, [8] = {3076, 0}},
  [91489] = {t = 3, [6] = {3761, 0}, [8] = {3076, 0}},
  [91490] = {t = 3, [1] = {3761, 0}, [6] = {3076, 0}},
  [91491] = {t = 3, [5] = {3761, 0}, [8] = {3076, 0}},
  [91492] = {t = 3, [4] = {3761, 0}, [6] = {3076, 0}},
  [91493] = {t = 3, [1] = {3761, 0}, [6] = {3076, 0}},
  [91494] = {t = 3, [1] = {3506, 0}, [8] = {3084, 0}},
  [91496] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [91498] = {t = 1, [5] = {3506, 0}, [8] = {3506, 0}},
  [91500] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [91502] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [91504] = {t = 1, [8] = {3506, 1.5}, [7] = {3506, 0}},
  [91506] = {t = 1, [6] = {3506, 1}, [5] = {3506, 0}},
  [91508] = {t = 2, [7] = {3506, 0.5}, [6] = {3506, 0}},
  [91510] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [91512] = {t = 1, [8] = {3506, 1.5}, [7] = {3506, 0}},
  [91514] = {t = 1, [6] = {3506, 1}, [5] = {3506, 0}},
  [91516] = {t = 1, [5] = {3506, 1}, [8] = {3506, 0}},
  [91518] = {t = 2, [7] = {3506, 0.5}, [6] = {3506, 0}},
  [91520] = {t = 2, [1] = {3761, 0.5}, [6] = {3076, 0}},
  [91522] = {t = 2, [1] = {3761, 0.5}, [8] = {3076, 0}},
  [91524] = {t = 3, [1] = {3761, 0}, [5] = {3076, 0}},
  [91525] = {t = 2, [1] = {3506, 0.5}, [6] = {3506, 0}},
  [91527] = {t = 1, [8] = {3506, 1.5}, [5] = {3506, 0}},
  [91529] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [91531] = {t = 1, [1] = {3506, 1}, [6] = {3506, 0}},
  [91533] = {t = 2, [1] = {3506, 0.5}, [8] = {3506, 0}},
  [91535] = {t = 1, [5] = {3506, 0}, [8] = {3506, 0}},
  [91537] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [91539] = {t = 2, [6] = {3761, 0.5}, [5] = {3076, 0}},
  [91541] = {t = 3, [8] = {3761, 0}, [6] = {3076, 0}},
  [91542] = {t = 2, [1] = {3506, 0.5}, [5] = {3506, 0}},
  [91544] = {t = 1, [6] = {3506, 1.5}, [8] = {3506, 0}},
  [91546] = {t = 1, [8] = {3506, 1}, [6] = {3506, 0}},
  [91548] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [91550] = {t = 2, [6] = {3506, 0.5}, [8] = {3506, 0}},
  [91552] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [91554] = {t = 1, [5] = {3506, 0}, [8] = {3506, 0}},
  [91556] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [91558] = {t = 3, [1] = {3506, 0}, [8] = {2548, 0}},
  [91560] = {t = 1, [1] = {3506, 0}, [8] = {3506, 0}},
  [91562] = {t = 2, [5] = {6666, 0}},
  [91563] = {t = 2, [8] = {6666, 0}},
  [91564] = {t = 2, [1] = {6666, 0}},
  [91565] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [91567] = {t = 2, [4] = {3761, 0.5}, [6] = {3076, 0}},
  [91569] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [91571] = {t = 2, [6] = {3761, 0.5}, [5] = {3076, 0}},
  [91573] = {t = 3, [6] = {3761, 0}, [8] = {3076, 0}},
  [91574] = {t = 3, [4] = {3761, 0}, [5] = {3076, 0}},
  [91575] = {t = 1, [5] = {3506, 1}, [8] = {3506, 0}},
  [91577] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [91579] = {t = 1, [8] = {3506, 1.5}, [7] = {3506, 0}},
  [91581] = {t = 1, [6] = {3506, 1}, [5] = {3506, 0}},
  [91583] = {t = 2, [7] = {3506, 0.5}, [6] = {3506, 0}},
  [91585] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [91587] = {t = 1, [8] = {3506, 1.5}, [5] = {3506, 0}},
  [91589] = {t = 1, [6] = {3506, 1}, [8] = {3506, 0}},
  [91591] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [91593] = {t = 2, [8] = {3506, 0.5}, [6] = {3506, 0}},
  [91595] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [91597] = {t = 2, [6] = {3761, 0.5}, [5] = {3076, 0}},
  [91599] = {t = 3, [4] = {3761, 0}, [5] = {3076, 0}},
  [91600] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [91602] = {t = 1, [8] = {3506, 1.5}, [7] = {3506, 0}},
  [91604] = {t = 1, [6] = {3506, 1}, [5] = {3506, 0}},
  [91606] = {t = 2, [7] = {3506, 0.5}, [6] = {3506, 0}},
  [91608] = {t = 1, [5] = {3506, 1}, [8] = {3506, 0}},
  [91610] = {t = 2, [1] = {3506, 0.5}, [6] = {3506, 0}},
  [91612] = {t = 1, [8] = {3506, 1.5}, [5] = {3506, 0}},
  [91614] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [91616] = {t = 2, [1] = {3506, 0.5}, [8] = {3506, 0}},
  [91618] = {t = 1, [1] = {3506, 1}, [6] = {3506, 0}},
  [91620] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [91622] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [91624] = {t = 1, [8] = {3506, 1.5}, [7] = {3506, 0}},
  [91626] = {t = 1, [6] = {3506, 1}, [5] = {3506, 0}},
  [91628] = {t = 2, [7] = {3506, 0.5}, [6] = {3506, 0}},
  [91630] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [91632] = {t = 2, [1] = {3761, 0.5}, [6] = {3076, 0}},
  [91634] = {t = 2, [6] = {3761, 0.5}, [5] = {3076, 0}},
  [91636] = {t = 2, [1] = {3761, 0.5}, [8] = {3076, 0}},
  [91638] = {t = 3, [8] = {3761, 0}, [6] = {3076, 0}},
  [91639] = {t = 3, [1] = {3761, 0}, [5] = {3076, 0}},
  [91640] = {t = 1, [1] = {3506, 1}, [6] = {3506, 0}},
  [91642] = {t = 2, [1] = {3506, 0.5}, [6] = {3506, 0}},
  [91644] = {t = 1, [8] = {3506, 1.5}, [5] = {3506, 0}},
  [91646] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [91648] = {t = 2, [1] = {3506, 0.5}, [8] = {3506, 0}},
  [91650] = {t = 2, [4] = {3761, 0.5}, [6] = {3076, 0}},
  [91652] = {t = 2, [8] = {3761, 0.5}, [5] = {3076, 0}},
  [91654] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [91656] = {t = 2, [6] = {3761, 0.5}, [5] = {3076, 0}},
  [91658] = {t = 3, [7] = {3761, 0}, [5] = {3076, 0}},
  [91659] = {t = 3, [6] = {3761, 0}, [8] = {3076, 0}},
  [91660] = {t = 1, [5] = {3506, 0}, [8] = {3506, 0}},
  [91662] = {t = 2, [1] = {3506, 0.5}, [6] = {3506, 0}},
  [91664] = {t = 1, [8] = {3506, 1.5}, [5] = {3506, 0}},
  [91666] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [91668] = {t = 1, [1] = {3506, 1}, [6] = {3506, 0}},
  [91670] = {t = 2, [1] = {3506, 0.5}, [8] = {3506, 0}},
  [91672] = {t = 2, [1] = {3506, 0.5}, [5] = {3506, 0}},
  [91674] = {t = 1, [6] = {3506, 1.5}, [8] = {3506, 0}},
  [91676] = {t = 1, [8] = {3506, 1}, [6] = {3506, 0}},
  [91678] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [91680] = {t = 2, [6] = {3506, 0.5}, [8] = {3506, 0}},
  [91682] = {t = 2, [5] = {6667, 0}},
  [91683] = {t = 2, [5] = {6667, 0}},
  [91684] = {t = 2, [8] = {6666, 0}},
  [91685] = {t = 2, [8] = {6666, 0}},
  [91686] = {t = 2, [1] = {6667, 0}},
  [91687] = {t = 2, [1] = {6667, 0}},
  [91688] = {t = 2, [4] = {3761, 0.5}, [6] = {3076, 0}},
  [91690] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [91692] = {t = 3, [6] = {3761, 0}, [8] = {3076, 0}},
  [91693] = {t = 1, [5] = {3506, 1}, [8] = {3506, 0}},
  [91695] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [91697] = {t = 1, [8] = {3506, 1.5}, [7] = {3506, 0}},
  [91699] = {t = 1, [6] = {3506, 1}, [5] = {3506, 0}},
  [91701] = {t = 2, [7] = {3506, 0.5}, [6] = {3506, 0}},
  [91703] = {t = 2, [1] = {3761, 0.5}, [6] = {3076, 0}},
  [91705] = {t = 2, [6] = {3761, 0.5}, [5] = {3076, 0}},
  [91707] = {t = 2, [1] = {3761, 0.5}, [8] = {3076, 0}},
  [91709] = {t = 3, [8] = {3761, 0}, [6] = {3076, 0}},
  [91710] = {t = 3, [1] = {3761, 0}, [5] = {3076, 0}},
  [91711] = {t = 1, [1] = {3506, 1}, [6] = {3506, 0}},
  [91713] = {t = 2, [1] = {3506, 0.5}, [6] = {3506, 0}},
  [91715] = {t = 1, [8] = {3506, 1.5}, [5] = {3506, 0}},
  [91717] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [91719] = {t = 2, [1] = {3506, 0.5}, [8] = {3506, 0}},
  [91721] = {t = 1, [5] = {3506, 1}, [8] = {3506, 0}},
  [91723] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [91725] = {t = 1, [8] = {3506, 1.5}, [7] = {3506, 0}},
  [91727] = {t = 1, [6] = {3506, 1}, [5] = {3506, 0}},
  [91729] = {t = 2, [7] = {3506, 0.5}, [6] = {3506, 0}},
  [91731] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [91733] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [91735] = {t = 2, [1] = {3506, 0.5}, [5] = {3506, 0}},
  [91737] = {t = 1, [6] = {3506, 1.5}, [8] = {3506, 0}},
  [91739] = {t = 1, [8] = {3506, 1}, [6] = {3506, 0}},
  [91741] = {t = 2, [6] = {3506, 0.5}, [8] = {3506, 0}},
  [91743] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [91745] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [91747] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [91749] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [91751] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [91755] = {t = 4, [1] = {3506, 0}, [8] = {3506, 0}},
  [91757] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [91759] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [91761] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [91764] = {t = 3, [6] = {3761, 0}, [5] = {3076, 0}},
  [91765] = {t = 3, [8] = {3761, 0}, [4] = {3076, 0}},
  [91766] = {t = 3, [7] = {3761, 0}, [5] = {3076, 0}},
  [91767] = {t = 3, [4] = {3761, 0}, [6] = {3076, 0}},
  [91769] = {t = 3, [5] = {3761, 0}, [6] = {3076, 0}},
  [91770] = {t = 3, [4] = {3761, 0}, [8] = {3076, 0}},
  [91771] = {t = 3, [5] = {3506, 0}, [8] = {2548, 0}},
  [91773] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [91775] = {t = 1, [8] = {3506, 1.5}, [5] = {3506, 0}},
  [91777] = {t = 1, [6] = {3506, 1}, [8] = {3506, 0}},
  [91779] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [91781] = {t = 2, [8] = {3506, 0.5}, [6] = {3506, 0}},
  [91783] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [91785] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [91787] = {t = 1, [8] = {3506, 1.5}, [7] = {3506, 0}},
  [91789] = {t = 1, [6] = {3506, 1}, [5] = {3506, 0}},
  [91791] = {t = 2, [7] = {3506, 0.5}, [6] = {3506, 0}},
  [93243] = {t = 3, [5] = {3997, 0}, [8] = {2664, 0}},
  [93244] = {t = 3, [5] = {3559, 0}, [6] = {3418, 0}},
  [93245] = {t = 3, [1] = {3997, 0}, [5] = {2664, 0}},
  [93246] = {t = 3, [6] = {3661, 0}, [5] = {3246, 0}},
  [93247] = {t = 3, [2] = {3858, 0}, [7] = {2909, 0}},
  [93248] = {t = 3, [5] = {3997, 0}, [8] = {2664, 0}},
  [93249] = {t = 3, [5] = {3559, 0}, [6] = {3418, 0}},
  [93250] = {t = 3, [1] = {3997, 0}, [5] = {2664, 0}},
  [93251] = {t = 3, [6] = {3661, 0}, [5] = {3246, 0}},
  [93252] = {t = 3, [2] = {3858, 0}, [7] = {2909, 0}},
  [93254] = {t = 2, [6] = {6667, 0}},
  [93257] = {t = 2, [2] = {6666, 0}},
  [93259] = {t = 2, [6] = {6667, 0}},
  [93262] = {t = 2, [2] = {6666, 0}},
  [93263] = {t = 2, [3] = {3997, 0}, [2] = {2664, 0}},
  [93264] = {t = 2, [5] = {3761, 0}, [7] = {3076, 0}},
  [93265] = {t = 2, [1] = {3810, 0}, [6] = {2992, 0}},
  [93266] = {t = 2, [1] = {3161, 0}, [5] = {3711, 0}},
  [93267] = {t = 2, [8] = {3661, 0}, [4] = {3246, 0}},
  [93268] = {t = 2, [5] = {3610, 0}, [8] = {3332, 0}},
  [93269] = {t = 2, [4] = {3711, 0}, [6] = {3161, 0}},
  [93270] = {t = 2, [1] = {3506, 0}, [8] = {3506, 0}},
  [93271] = {t = 2, [4] = {3418, 0}, [5] = {3559, 0}},
  [93272] = {t = 2, [3] = {3997, 0}, [2] = {2664, 0}},
  [93273] = {t = 2, [5] = {3761, 0}, [7] = {3076, 0}},
  [93274] = {t = 2, [1] = {3810, 0}, [6] = {2992, 0}},
  [93275] = {t = 2, [1] = {3161, 0}, [5] = {3711, 0}},
  [93276] = {t = 2, [8] = {3661, 0}, [4] = {3246, 0}},
  [93277] = {t = 2, [5] = {3610, 0}, [8] = {3332, 0}},
  [93278] = {t = 2, [4] = {3711, 0}, [6] = {3161, 0}},
  [93279] = {t = 2, [1] = {3506, 0}, [8] = {3506, 0}},
  [93280] = {t = 2, [4] = {3418, 0}, [5] = {3559, 0}},
  [93323] = {t = 2, [5] = {3506, 0.25}, [8] = {3506, 0.25}},
  [93324] = {t = 2, [3] = {5259, 0.25}, [4] = {3076, 0.25}},
  [93325] = {t = 2, [8] = {3997, 0.25}, [6] = {2664, 0.25}},
  [93326] = {t = 2, [6] = {3076, 0.25}, [8] = {3761, 0.25}},
  [93327] = {t = 2, [6] = {3506, 0.25}, [8] = {3506, 0.25}},
  [93328] = {t = 2, [5] = {2664, 0.25}, [8] = {3997, 0.25}},
  [93329] = {t = 2, [1] = {3610, 0.25}, [5] = {3332, 0.25}},
  [93330] = {t = 2, [4] = {3810, 0.25}, [5] = {2992, 0.25}},
  [93331] = {t = 2, [1] = {3810, 0.25}, [6] = {2992, 0.25}},
  [93332] = {t = 2, [5] = {3506, 0.25}, [8] = {3506, 0.25}},
  [93333] = {t = 2, [3] = {5259, 0.25}, [4] = {3076, 0.25}},
  [93334] = {t = 2, [8] = {3997, 0.25}, [6] = {2664, 0.25}},
  [93335] = {t = 2, [6] = {3076, 0.25}, [8] = {3761, 0.25}},
  [93336] = {t = 2, [6] = {3506, 0.25}, [8] = {3506, 0.25}},
  [93337] = {t = 2, [5] = {2664, 0.25}, [8] = {3997, 0.25}},
  [93338] = {t = 2, [1] = {3610, 0.25}, [5] = {3332, 0.25}},
  [93339] = {t = 2, [4] = {3810, 0.25}, [5] = {2992, 0.25}},
  [93340] = {t = 2, [1] = {3810, 0.25}, [6] = {2992, 0.25}},
  [93345] = {t = 2, [2] = {6666, 0}},
  [93350] = {t = 2, [2] = {6666, 0}},
  [93387] = {t = 3, [4] = {3076, 0}, [5] = {3761, 0}},
  [93391] = {t = 3, [5] = {3418, 0}, [6] = {3559, 0}},
  [93392] = {t = 3, [5] = {3559, 0}, [1] = {3418, 0}},
  [93393] = {t = 3, [5] = {3161, 0}, [6] = {3711, 0}},
  [93394] = {t = 3, [5] = {3332, 0}, [4] = {3610, 0}},
  [93395] = {t = 3, [2] = {3997, 0}, [4] = {2664, 0}},
  [93420] = {t = 3, [5] = {3761, 0}, [6] = {3076, 0}},
  [93421] = {t = 3, [8] = {3761, 0}, [4] = {3076, 0}},
  [93422] = {t = 3, [7] = {3761, 0}, [5] = {3076, 0}},
  [93423] = {t = 3, [8] = {3761, 0}, [6] = {3076, 0}},
  [93425] = {t = 3, [5] = {3761, 0}, [6] = {3076, 0}},
  [93426] = {t = 3, [4] = {3761, 0}, [8] = {3076, 0}},
  [93428] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [93429] = {t = 2, [4] = {3761, 0.5}, [6] = {3076, 0}},
  [93430] = {t = 2, [1] = {3761, 0.5}, [6] = {3076, 0}},
  [93431] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [93432] = {t = 2, [6] = {3761, 0.5}, [5] = {3076, 0}},
  [93433] = {t = 2, [1] = {3761, 0.5}, [8] = {3076, 0}},
  [93434] = {t = 3, [4] = {3761, 0}, [5] = {3076, 0}},
  [93435] = {t = 3, [8] = {3761, 0}, [6] = {3076, 0}},
  [93436] = {t = 3, [1] = {3761, 0}, [5] = {3076, 0}},
  [93437] = {t = 3, [5] = {3761, 0}, [6] = {3076, 0}},
  [93438] = {t = 3, [8] = {3761, 0}, [6] = {3076, 0}},
  [93439] = {t = 3, [1] = {3761, 0}, [5] = {3076, 0}},
  [93444] = {t = 3, [5] = {3761, 0}, [8] = {3076, 0}},
  [93445] = {t = 3, [6] = {3761, 0}, [8] = {3076, 0}},
  [93446] = {t = 3, [1] = {3761, 0}, [6] = {3076, 0}},
  [93447] = {t = 3, [5] = {3761, 0}, [8] = {3076, 0}},
  [93448] = {t = 3, [4] = {3761, 0}, [6] = {3076, 0}},
  [93449] = {t = 3, [1] = {3761, 0}, [6] = {3076, 0}},
  [93453] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [93454] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [93455] = {t = 1, [8] = {3506, 1.5}, [7] = {3506, 0}},
  [93456] = {t = 1, [6] = {3506, 1}, [5] = {3506, 0}},
  [93457] = {t = 2, [7] = {3506, 0.5}, [6] = {3506, 0}},
  [93458] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [93459] = {t = 1, [8] = {3506, 1.5}, [7] = {3506, 0}},
  [93460] = {t = 1, [6] = {3506, 1}, [5] = {3506, 0}},
  [93461] = {t = 1, [5] = {3506, 1}, [8] = {3506, 0}},
  [93462] = {t = 2, [7] = {3506, 0.5}, [6] = {3506, 0}},
  [93463] = {t = 2, [1] = {3761, 0.5}, [6] = {3076, 0}},
  [93464] = {t = 2, [1] = {3761, 0.5}, [8] = {3076, 0}},
  [93465] = {t = 3, [1] = {3761, 0}, [5] = {3076, 0}},
  [93466] = {t = 2, [1] = {3506, 0.5}, [6] = {3506, 0}},
  [93467] = {t = 1, [8] = {3506, 1.5}, [5] = {3506, 0}},
  [93468] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [93469] = {t = 1, [1] = {3506, 1}, [6] = {3506, 0}},
  [93470] = {t = 2, [1] = {3506, 0.5}, [8] = {3506, 0}},
  [93472] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [93473] = {t = 2, [6] = {3761, 0.5}, [5] = {3076, 0}},
  [93474] = {t = 3, [8] = {3761, 0}, [6] = {3076, 0}},
  [93475] = {t = 2, [1] = {3506, 0.5}, [5] = {3506, 0}},
  [93476] = {t = 1, [6] = {3506, 1.5}, [8] = {3506, 0}},
  [93477] = {t = 1, [8] = {3506, 1}, [6] = {3506, 0}},
  [93478] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [93479] = {t = 2, [6] = {3506, 0.5}, [8] = {3506, 0}},
  [93485] = {t = 2, [5] = {6666, 0}},
  [93486] = {t = 2, [8] = {6666, 0}},
  [93487] = {t = 2, [1] = {6666, 0}},
  [93488] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [93489] = {t = 2, [4] = {3761, 0.5}, [6] = {3076, 0}},
  [93490] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [93491] = {t = 2, [6] = {3761, 0.5}, [5] = {3076, 0}},
  [93492] = {t = 3, [6] = {3761, 0}, [8] = {3076, 0}},
  [93493] = {t = 3, [4] = {3761, 0}, [5] = {3076, 0}},
  [93494] = {t = 1, [5] = {3506, 1}, [8] = {3506, 0}},
  [93495] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [93496] = {t = 1, [8] = {3506, 1.5}, [7] = {3506, 0}},
  [93497] = {t = 1, [6] = {3506, 1}, [5] = {3506, 0}},
  [93498] = {t = 2, [7] = {3506, 0.5}, [6] = {3506, 0}},
  [93499] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [93500] = {t = 1, [8] = {3506, 1.5}, [5] = {3506, 0}},
  [93501] = {t = 1, [6] = {3506, 1}, [8] = {3506, 0}},
  [93502] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [93503] = {t = 2, [8] = {3506, 0.5}, [6] = {3506, 0}},
  [93504] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [93505] = {t = 2, [6] = {3761, 0.5}, [5] = {3076, 0}},
  [93506] = {t = 3, [4] = {3761, 0}, [5] = {3076, 0}},
  [93507] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [93508] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [93509] = {t = 1, [8] = {3506, 1.5}, [7] = {3506, 0}},
  [93510] = {t = 1, [8] = {3506, 1.5}, [7] = {3506, 0}},
  [93511] = {t = 1, [6] = {3506, 1}, [5] = {3506, 0}},
  [93512] = {t = 1, [6] = {3506, 1}, [5] = {3506, 0}},
  [93513] = {t = 2, [7] = {3506, 0.5}, [6] = {3506, 0}},
  [93514] = {t = 2, [7] = {3506, 0.5}, [6] = {3506, 0}},
  [93515] = {t = 1, [5] = {3506, 1}, [8] = {3506, 0}},
  [93516] = {t = 1, [5] = {3506, 1}, [8] = {3506, 0}},
  [93517] = {t = 2, [1] = {3506, 0.5}, [6] = {3506, 0}},
  [93518] = {t = 2, [1] = {3506, 0.5}, [6] = {3506, 0}},
  [93519] = {t = 1, [8] = {3506, 1.5}, [5] = {3506, 0}},
  [93520] = {t = 1, [8] = {3506, 1.5}, [5] = {3506, 0}},
  [93521] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [93522] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [93523] = {t = 2, [1] = {3506, 0.5}, [8] = {3506, 0}},
  [93524] = {t = 2, [1] = {3506, 0.5}, [8] = {3506, 0}},
  [93525] = {t = 1, [1] = {3506, 1}, [6] = {3506, 0}},
  [93526] = {t = 1, [1] = {3506, 1}, [6] = {3506, 0}},
  [93527] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [93528] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [93529] = {t = 1, [8] = {3506, 1.5}, [7] = {3506, 0}},
  [93530] = {t = 1, [6] = {3506, 1}, [5] = {3506, 0}},
  [93531] = {t = 2, [7] = {3506, 0.5}, [6] = {3506, 0}},
  [93532] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [93533] = {t = 2, [1] = {3761, 0.5}, [6] = {3076, 0}},
  [93534] = {t = 2, [6] = {3761, 0.5}, [5] = {3076, 0}},
  [93535] = {t = 2, [1] = {3761, 0.5}, [8] = {3076, 0}},
  [93536] = {t = 3, [8] = {3761, 0}, [6] = {3076, 0}},
  [93537] = {t = 3, [1] = {3761, 0}, [5] = {3076, 0}},
  [93538] = {t = 1, [1] = {3506, 1}, [6] = {3506, 0}},
  [93539] = {t = 2, [1] = {3506, 0.5}, [6] = {3506, 0}},
  [93540] = {t = 1, [8] = {3506, 1.5}, [5] = {3506, 0}},
  [93541] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [93542] = {t = 2, [1] = {3506, 0.5}, [8] = {3506, 0}},
  [93543] = {t = 2, [4] = {3761, 0.5}, [6] = {3076, 0}},
  [93544] = {t = 2, [8] = {3761, 0.5}, [5] = {3076, 0}},
  [93545] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [93546] = {t = 2, [6] = {3761, 0.5}, [5] = {3076, 0}},
  [93547] = {t = 3, [7] = {3761, 0}, [5] = {3076, 0}},
  [93548] = {t = 3, [6] = {3761, 0}, [8] = {3076, 0}},
  [93550] = {t = 2, [1] = {3506, 0.5}, [6] = {3506, 0}},
  [93551] = {t = 1, [8] = {3506, 1.5}, [5] = {3506, 0}},
  [93552] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [93553] = {t = 1, [1] = {3506, 1}, [6] = {3506, 0}},
  [93554] = {t = 2, [1] = {3506, 0.5}, [8] = {3506, 0}},
  [93555] = {t = 2, [1] = {3506, 0.5}, [5] = {3506, 0}},
  [93556] = {t = 1, [6] = {3506, 1.5}, [8] = {3506, 0}},
  [93557] = {t = 1, [8] = {3506, 1}, [6] = {3506, 0}},
  [93558] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [93559] = {t = 2, [6] = {3506, 0.5}, [8] = {3506, 0}},
  [93560] = {t = 2, [5] = {6667, 0}},
  [93561] = {t = 2, [5] = {6667, 0}},
  [93562] = {t = 2, [8] = {6666, 0}},
  [93563] = {t = 2, [8] = {6666, 0}},
  [93564] = {t = 2, [1] = {6667, 0}},
  [93565] = {t = 2, [1] = {6667, 0}},
  [93566] = {t = 2, [4] = {3761, 0.5}, [6] = {3076, 0}},
  [93567] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [93568] = {t = 3, [6] = {3761, 0}, [8] = {3076, 0}},
  [93569] = {t = 1, [5] = {3506, 1}, [8] = {3506, 0}},
  [93570] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [93571] = {t = 1, [8] = {3506, 1.5}, [7] = {3506, 0}},
  [93572] = {t = 1, [6] = {3506, 1}, [5] = {3506, 0}},
  [93573] = {t = 2, [7] = {3506, 0.5}, [6] = {3506, 0}},
  [93574] = {t = 2, [1] = {3761, 0.5}, [6] = {3076, 0}},
  [93575] = {t = 2, [6] = {3761, 0.5}, [5] = {3076, 0}},
  [93576] = {t = 2, [1] = {3761, 0.5}, [8] = {3076, 0}},
  [93577] = {t = 3, [8] = {3761, 0}, [6] = {3076, 0}},
  [93578] = {t = 3, [1] = {3761, 0}, [5] = {3076, 0}},
  [93579] = {t = 1, [1] = {3506, 1}, [6] = {3506, 0}},
  [93580] = {t = 2, [1] = {3506, 0.5}, [6] = {3506, 0}},
  [93581] = {t = 1, [8] = {3506, 1.5}, [5] = {3506, 0}},
  [93582] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [93583] = {t = 2, [1] = {3506, 0.5}, [8] = {3506, 0}},
  [93584] = {t = 1, [5] = {3506, 1}, [8] = {3506, 0}},
  [93585] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [93586] = {t = 1, [8] = {3506, 1.5}, [7] = {3506, 0}},
  [93587] = {t = 1, [6] = {3506, 1}, [5] = {3506, 0}},
  [93588] = {t = 2, [7] = {3506, 0.5}, [6] = {3506, 0}},
  [93589] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [93590] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [93591] = {t = 2, [1] = {3506, 0.5}, [5] = {3506, 0}},
  [93592] = {t = 1, [6] = {3506, 1.5}, [8] = {3506, 0}},
  [93593] = {t = 1, [8] = {3506, 1}, [6] = {3506, 0}},
  [93594] = {t = 2, [6] = {3506, 0.5}, [8] = {3506, 0}},
  [93607] = {t = 3, [6] = {3761, 0}, [5] = {3076, 0}},
  [93608] = {t = 3, [8] = {3761, 0}, [4] = {3076, 0}},
  [93609] = {t = 3, [7] = {3761, 0}, [5] = {3076, 0}},
  [93610] = {t = 3, [4] = {3761, 0}, [6] = {3076, 0}},
  [93612] = {t = 3, [5] = {3761, 0}, [6] = {3076, 0}},
  [93613] = {t = 3, [4] = {3761, 0}, [8] = {3076, 0}},
  [93615] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [93616] = {t = 1, [8] = {3506, 1.5}, [5] = {3506, 0}},
  [93617] = {t = 1, [6] = {3506, 1}, [8] = {3506, 0}},
  [93618] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [93619] = {t = 2, [8] = {3506, 0.5}, [6] = {3506, 0}},
  [93620] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [93621] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [93622] = {t = 1, [8] = {3506, 1.5}, [7] = {3506, 0}},
  [93623] = {t = 1, [6] = {3506, 1}, [5] = {3506, 0}},
  [93624] = {t = 2, [7] = {3506, 0.5}, [6] = {3506, 0}},
  [93625] = {t = 4, [4] = {3506, 0}, [6] = {3506, 0}},
  [94263] = {t = 2, [1] = {3858, 0.5}, [6] = {2909, 0.5}},
  [94264] = {t = 1, [1] = {3506, 0.9}, [5] = {3506, 0.6}},
  [94265] = {t = 2, [6] = {3761, 0.5}, [8] = {3076, 0.5}},
  [94266] = {t = 1, [6] = {3661, 0.9}, [8] = {3246, 0.6}},
  [94267] = {t = 2, [8] = {3076, 0.5}, [4] = {3761, 0.5}},
  [94268] = {t = 1, [3] = {3810, 0.9}, [8] = {2992, 0.6}},
  [94269] = {t = 2, [4] = {3246, 0.5}, [6] = {3661, 0.5}},
  [94270] = {t = 1, [7] = {3559, 0.9}, [5] = {3418, 0.6}},
  [94271] = {t = 2, [4] = {3332, 0.5}, [8] = {3610, 0.5}},
  [94272] = {t = 1, [5] = {2827, 0.9}, [8] = {3905, 0.6}},
  [94273] = {t = 2, [1] = {3661, 0.5}, [8] = {3246, 0.5}},
  [94274] = {t = 1, [1] = {2745, 0.9}, [8] = {3951, 0.6}},
  [94275] = {t = 2, [1] = {3610, 0.5}, [8] = {3332, 0.5}},
  [94276] = {t = 1, [1] = {3161, 0.9}, [5] = {3711, 0.6}},
  [94277] = {t = 2, [4] = {3810, 0.5}, [8] = {2992, 0.5}},
  [94278] = {t = 1, [4] = {3076, 0.9}, [8] = {3761, 0.6}},
  [94279] = {t = 2, [1] = {3506, 0.5}, [6] = {3506, 0.5}},
  [94280] = {t = 1, [1] = {3076, 0.9}, [8] = {3761, 0.6}},
  [94301] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [94302] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [94303] = {t = 1, [5] = {3506, 0}, [8] = {3506, 0}},
  [94304] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [94305] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [94306] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [94307] = {t = 1, [5] = {3506, 0}, [8] = {3506, 0}},
  [94308] = {t = 4, [1] = {3506, 0}, [8] = {3506, 0}},
  [94309] = {t = 1, [5] = {3506, 0}, [8] = {3506, 0}},
  [94310] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [94311] = {t = 1, [5] = {3506, 0}, [8] = {3506, 0}},
  [94312] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [94313] = {t = 1, [5] = {3506, 0}, [8] = {3506, 0}},
  [94314] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [94315] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [94316] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [94317] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [94318] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [94319] = {t = 1, [5] = {3506, 0}, [8] = {3506, 0}},
  [94320] = {t = 1, [1] = {3506, 0}, [8] = {3506, 0}},
  [94321] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [94322] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [94323] = {t = 1, [5] = {3506, 0}, [8] = {3506, 0}},
  [94324] = {t = 1, [5] = {3506, 0}, [8] = {3506, 0}},
  [94325] = {t = 4, [5] = {3506, 0}, [8] = {3506, 0}},
  [94326] = {t = 1, [5] = {3506, 0}, [8] = {3506, 0}},
  [94327] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [94328] = {t = 2, [1] = {3506, 0.5}, [6] = {3506, 0}},
  [94329] = {t = 2, [1] = {6666, 0}},
  [94330] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [94331] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [94332] = {t = 1, [8] = {3506, 1.5}, [7] = {3506, 0}},
  [94333] = {t = 2, [6] = {3761, 0.5}, [5] = {3076, 0}},
  [94334] = {t = 1, [8] = {3506, 1}, [6] = {3506, 0}},
  [94335] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [94336] = {t = 2, [1] = {3761, 0.5}, [8] = {3076, 0}},
  [94337] = {t = 3, [1] = {3761, 0}, [5] = {3076, 0}},
  [94338] = {t = 2, [1] = {6667, 0}},
  [94339] = {t = 2, [7] = {3506, 0.5}, [6] = {3506, 0}},
  [94340] = {t = 2, [1] = {3506, 0.5}, [6] = {3506, 0}},
  [94341] = {t = 1, [8] = {3506, 1.5}, [5] = {3506, 0}},
  [94342] = {t = 2, [7] = {3506, 0.5}, [6] = {3506, 0}},
  [94343] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [94344] = {t = 2, [6] = {3761, 0.5}, [5] = {3076, 0}},
  [94345] = {t = 1, [1] = {3506, 1}, [6] = {3506, 0}},
  [94347] = {t = 1, [6] = {3506, 1.5}, [8] = {3506, 0}},
  [94348] = {t = 1, [8] = {3506, 1.5}, [5] = {3506, 0}},
  [94350] = {t = 2, [6] = {3506, 0.5}, [8] = {3506, 0}},
  [94351] = {t = 2, [6] = {3761, 0.5}, [5] = {3076, 0}},
  [94352] = {t = 2, [1] = {3761, 0.5}, [8] = {3076, 0}},
  [94353] = {t = 2, [4] = {3761, 0.5}, [6] = {3076, 0}},
  [94354] = {t = 3, [4] = {3761, 0}, [6] = {3076, 0}},
  [94355] = {t = 3, [8] = {3761, 0}, [4] = {3076, 0}},
  [94357] = {t = 3, [5] = {3761, 0}, [6] = {3076, 0}},
  [94358] = {t = 2, [4] = {3761, 0.5}, [6] = {3076, 0}},
  [94359] = {t = 2, [6] = {3761, 0.5}, [5] = {3076, 0}},
  [94360] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [94361] = {t = 2, [8] = {6666, 0}},
  [94362] = {t = 1, [6] = {3506, 1}, [8] = {3506, 0}},
  [94363] = {t = 3, [4] = {3761, 0}, [6] = {3076, 0}},
  [94364] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [94365] = {t = 1, [6] = {3506, 1}, [5] = {3506, 0}},
  [94366] = {t = 2, [7] = {3506, 0.5}, [6] = {3506, 0}},
  [94367] = {t = 1, [8] = {3506, 1.5}, [7] = {3506, 0}},
  [94368] = {t = 1, [6] = {3506, 1}, [5] = {3506, 0}},
  [94369] = {t = 2, [1] = {3506, 0.5}, [8] = {3506, 0}},
  [94370] = {t = 1, [6] = {3506, 1}, [5] = {3506, 0}},
  [94371] = {t = 2, [1] = {3506, 0.5}, [6] = {3506, 0}},
  [94372] = {t = 2, [1] = {3506, 0.5}, [8] = {3506, 0}},
  [94374] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [94375] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [94376] = {t = 2, [4] = {3761, 0.5}, [6] = {3076, 0}},
  [94377] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [94378] = {t = 2, [6] = {3761, 0.5}, [5] = {3076, 0}},
  [94379] = {t = 3, [8] = {3761, 0}, [6] = {3076, 0}},
  [94380] = {t = 3, [1] = {3761, 0}, [5] = {3076, 0}},
  [94381] = {t = 1, [8] = {3506, 1.5}, [5] = {3506, 0}},
  [94382] = {t = 2, [1] = {3761, 0.5}, [6] = {3076, 0}},
  [94383] = {t = 3, [5] = {3761, 0}, [6] = {3076, 0}},
  [94384] = {t = 1, [6] = {3506, 1}, [5] = {3506, 0}},
  [94385] = {t = 2, [6] = {3506, 0.5}, [8] = {3506, 0}},
  [94386] = {t = 2, [5] = {6667, 0}},
  [94387] = {t = 2, [8] = {6666, 0}},
  [94388] = {t = 2, [1] = {6667, 0}},
  [94389] = {t = 2, [8] = {3506, 0.5}, [6] = {3506, 0}},
  [94390] = {t = 3, [5] = {3761, 0}, [8] = {3076, 0}},
  [94391] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [94392] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [94393] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [94394] = {t = 3, [7] = {3761, 0}, [5] = {3076, 0}},
  [94395] = {t = 3, [8] = {3761, 0}, [6] = {3076, 0}},
  [94396] = {t = 2, [5] = {6666, 0}},
  [94397] = {t = 1, [1] = {3506, 1}, [6] = {3506, 0}},
  [94398] = {t = 2, [8] = {3506, 0.5}, [6] = {3506, 0}},
  [94399] = {t = 3, [4] = {3761, 0}, [8] = {3076, 0}},
  [94400] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [94401] = {t = 2, [7] = {3506, 0.5}, [6] = {3506, 0}},
  [94402] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [94403] = {t = 3, [4] = {3761, 0}, [5] = {3076, 0}},
  [94404] = {t = 3, [6] = {3761, 0}, [8] = {3076, 0}},
  [94405] = {t = 1, [5] = {3506, 1}, [8] = {3506, 0}},
  [94406] = {t = 1, [8] = {3506, 1.5}, [7] = {3506, 0}},
  [94407] = {t = 3, [1] = {3761, 0}, [5] = {3076, 0}},
  [94408] = {t = 2, [1] = {3506, 0.5}, [5] = {3506, 0}},
  [94409] = {t = 1, [6] = {3506, 1.5}, [8] = {3506, 0}},
  [94410] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [94411] = {t = 3, [8] = {3761, 0}, [6] = {3076, 0}},
  [94412] = {t = 2, [1] = {3506, 0.5}, [5] = {3506, 0}},
  [94413] = {t = 2, [1] = {3506, 0.5}, [8] = {3506, 0}},
  [94414] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [94416] = {t = 2, [6] = {3506, 0.5}, [8] = {3506, 0}},
  [94417] = {t = 3, [5] = {3761, 0}, [6] = {3076, 0}},
  [94418] = {t = 3, [7] = {3761, 0}, [5] = {3076, 0}},
  [94419] = {t = 1, [8] = {3506, 1.5}, [5] = {3506, 0}},
  [94420] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [94421] = {t = 3, [5] = {3761, 0}, [6] = {3076, 0}},
  [94422] = {t = 2, [8] = {6666, 0}},
  [94423] = {t = 2, [1] = {3506, 0.5}, [5] = {3506, 0}},
  [94424] = {t = 2, [4] = {3761, 0.5}, [6] = {3076, 0}},
  [94425] = {t = 2, [1] = {3761, 0.5}, [6] = {3076, 0}},
  [94426] = {t = 1, [8] = {3506, 1.5}, [7] = {3506, 0}},
  [94427] = {t = 3, [4] = {3761, 0}, [5] = {3076, 0}},
  [94428] = {t = 1, [8] = {3506, 1.5}, [7] = {3506, 0}},
  [94429] = {t = 1, [8] = {3506, 1.5}, [7] = {3506, 0}},
  [94430] = {t = 1, [8] = {3506, 1.5}, [7] = {3506, 0}},
  [94431] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [94432] = {t = 2, [6] = {3761, 0.5}, [5] = {3076, 0}},
  [94433] = {t = 1, [1] = {3506, 1}, [6] = {3506, 0}},
  [94434] = {t = 1, [8] = {3506, 1.5}, [5] = {3506, 0}},
  [94435] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [94436] = {t = 1, [5] = {3506, 1}, [8] = {3506, 0}},
  [94437] = {t = 1, [1] = {3506, 1}, [6] = {3506, 0}},
  [94438] = {t = 2, [1] = {3506, 0.5}, [6] = {3506, 0}},
  [94439] = {t = 3, [8] = {3761, 0}, [6] = {3076, 0}},
  [94440] = {t = 2, [8] = {3761, 0.5}, [5] = {3076, 0}},
  [94441] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [94442] = {t = 1, [8] = {3506, 1.5}, [5] = {3506, 0}},
  [94443] = {t = 1, [5] = {3506, 1}, [8] = {3506, 0}},
  [94444] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [94445] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [94446] = {t = 1, [6] = {3506, 1}, [5] = {3506, 0}},
  [94447] = {t = 2, [7] = {3506, 0.5}, [6] = {3506, 0}},
  [94448] = {t = 1, [6] = {3506, 1}, [5] = {3506, 0}},
  [94449] = {t = 3, [8] = {3761, 0}, [6] = {3076, 0}},
  [94450] = {t = 2, [7] = {3506, 0.5}, [6] = {3506, 0}},
  [94451] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [94452] = {t = 3, [1] = {3761, 0}, [6] = {3076, 0}},
  [94453] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [94454] = {t = 2, [5] = {6667, 0}},
  [94455] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [94456] = {t = 1, [5] = {3506, 1}, [8] = {3506, 0}},
  [94457] = {t = 2, [7] = {3506, 0.5}, [6] = {3506, 0}},
  [94458] = {t = 2, [4] = {3506, 0.5}, [5] = {3506, 0}},
  [94459] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [94460] = {t = 2, [7] = {3506, 0.5}, [6] = {3506, 0}},
  [94461] = {t = 2, [6] = {3761, 0.5}, [5] = {3076, 0}},
  [94462] = {t = 3, [4] = {3761, 0}, [8] = {3076, 0}},
  [94463] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [94464] = {t = 2, [1] = {3761, 0.5}, [6] = {3076, 0}},
  [94465] = {t = 3, [7] = {3761, 0}, [5] = {3076, 0}},
  [94466] = {t = 2, [1] = {3506, 0.5}, [8] = {3506, 0}},
  [94467] = {t = 1, [6] = {3506, 1.5}, [8] = {3506, 0}},
  [94468] = {t = 2, [1] = {3761, 0.5}, [8] = {3076, 0}},
  [94469] = {t = 3, [4] = {3761, 0}, [5] = {3076, 0}},
  [94470] = {t = 3, [6] = {3761, 0}, [8] = {3076, 0}},
  [94471] = {t = 1, [6] = {3506, 1}, [8] = {3506, 0}},
  [94472] = {t = 3, [1] = {3761, 0}, [5] = {3076, 0}},
  [94473] = {t = 3, [6] = {3761, 0}, [8] = {3076, 0}},
  [94474] = {t = 3, [1] = {3761, 0}, [6] = {3076, 0}},
  [94475] = {t = 1, [5] = {3506, 1}, [8] = {3506, 0}},
  [94476] = {t = 2, [1] = {3761, 0.5}, [8] = {3076, 0}},
  [94477] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [94478] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [94479] = {t = 1, [1] = {3506, 1}, [6] = {3506, 0}},
  [94480] = {t = 2, [5] = {3761, 0.5}, [8] = {3076, 0}},
  [94481] = {t = 3, [1] = {3761, 0}, [5] = {3076, 0}},
  [94483] = {t = 1, [8] = {3506, 1}, [6] = {3506, 0}},
  [94484] = {t = 1, [5] = {3506, 1}, [6] = {3506, 0}},
  [94485] = {t = 3, [6] = {3761, 0}, [5] = {3076, 0}},
  [94486] = {t = 3, [8] = {3761, 0}, [4] = {3076, 0}},
  [94487] = {t = 3, [6] = {3761, 0}, [8] = {3076, 0}},
  [94488] = {t = 3, [8] = {3761, 0}, [6] = {3076, 0}},
  [94489] = {t = 3, [5] = {3761, 0}, [8] = {3076, 0}},
  [94490] = {t = 2, [1] = {3506, 0.5}, [6] = {3506, 0}},
  [94491] = {t = 2, [1] = {3761, 0.5}, [6] = {3076, 0}},
  [94492] = {t = 1, [8] = {3506, 1.5}, [5] = {3506, 0}},
  [94493] = {t = 2, [1] = {3506, 0.5}, [8] = {3506, 0}},
  [94494] = {t = 1, [6] = {3506, 1}, [5] = {3506, 0}},
  [94495] = {t = 1, [8] = {3506, 1.5}, [7] = {3506, 0}},
  [94496] = {t = 1, [6] = {3506, 1}, [5] = {3506, 0}},
  [94497] = {t = 1, [8] = {3506, 1}, [6] = {3506, 0}},
  [94498] = {t = 3, [1] = {3506, 0}, [8] = {3506, 0}},
  [94499] = {t = 3, [1] = {3506, 0}, [8] = {3506, 0}},
  [94500] = {t = 3, [5] = {3506, 0}, [8] = {3506, 0}},
  [94501] = {t = 3, [5] = {3506, 0}, [8] = {3506, 0}},
  [94502] = {t = 3, [5] = {3506, 0}, [8] = {3506, 0}},
  [94507] = {t = 2, [8] = {6666, 0}},
  [94508] = {t = 2, [7] = {6667, 0}},
  [94511] = {t = 2, [4] = {6667, 0}},
  [94512] = {t = 2, [7] = {6667, 0}},
  [94513] = {t = 2, [4] = {6667, 0}},
  [94515] = {t = 2, [4] = {6667, 0}},
  [94516] = {t = 2, [8] = {6666, 0}},
  [94518] = {t = 2, [2] = {6666, 0}},
  [94519] = {t = 2, [5] = {6667, 0}},
  [94520] = {t = 2, [1] = {6667, 0}},
  [94521] = {t = 2, [6] = {6667, 0}},
  [94523] = {t = 2, [8] = {6667, 0}},
  [94525] = {t = 2, [1] = {6667, 0}},
  [94526] = {t = 2, [6] = {6667, 0}},
  [94527] = {t = 2, [7] = {6666, 0}},
  [94531] = {t = 2, [5] = {6667, 0}},
  [94575] = {t = 4, [4] = {3506, 0}, [7] = {3506, 0}},
  [94576] = {t = 1, [6] = {3506, 0}, [8] = {3506, 0}},
  [94577] = {t = 4, [4] = {3506, 0}, [7] = {3506, 0}},
  [94578] = {t = 1, [6] = {3506, 0}, [8] = {3506, 0}},
  [94579] = {t = 4, [4] = {3506, 0}, [7] = {3506, 0}},
  [94580] = {t = 1, [6] = {3506, 0}, [8] = {3506, 0}},
  [94581] = {t = 4, [1] = {3506, 0}, [6] = {3506, 0}},
  [94582] = {t = 1, [4] = {3506, 0}, [7] = {3506, 0}},
  [94583] = {t = 1, [4] = {3506, 0}, [7] = {3506, 0}},
  [94584] = {t = 4, [1] = {3506, 0}, [6] = {3506, 0}},
  [94585] = {t = 4, [1] = {3506, 0}, [6] = {3506, 0}},
  [94586] = {t = 1, [4] = {3506, 0}, [7] = {3506, 0}},
  [94587] = {t = 4, [4] = {3506, 0}, [7] = {3506, 0}},
  [94588] = {t = 1, [4] = {3506, 0}, [7] = {3506, 0}},
  [94589] = {t = 4, [4] = {3506, 0}, [7] = {3506, 0}},
  [94590] = {t = 1, [4] = {3506, 0}, [7] = {3506, 0}},
  [94591] = {t = 4, [4] = {3506, 0}, [7] = {3506, 0}},
  [94592] = {t = 1, [4] = {3506, 0}, [7] = {3506, 0}},
  [94706] = {t = 4, [8] = {3246, 0}, [6] = {3661, 0}},
  [94707] = {t = 1, [5] = {3905, 0}, [6] = {2827, 0}},
  [94708] = {t = 4, [5] = {3905, 0}, [8] = {2827, 0}},
  [94709] = {t = 4, [6] = {3711, 0}, [7] = {3161, 0}},
  [94720] = {t = 4, [6] = {3810, 0}, [5] = {2992, 0}},
  [94722] = {t = 4, [4] = {3951, 0.25}, [7] = {2745, 0.25}},
  [94723] = {t = 1, [4] = {3610, 0.5}, [8] = {3332, 0.5}},
  [94724] = {t = 1, [6] = {3246, 0.5}, [8] = {3661, 1}},
  [94725] = {t = 2, [7] = {2909, 0.25}, [6] = {3858, 0.25}},
  [94726] = {t = 2, [6] = {3418, 0.5}, [8] = {3559, 0.5}},
  [94728] = {t = 1, [7] = {3246, 0.5}, [6] = {3661, 0.5}},
  [94729] = {t = 3, [7] = {3161, 0}, [2] = {3711, 0}},
  [94730] = {t = 4, [1] = {3161, 0.25}, [5] = {3711, 0.25}},
  [94731] = {t = 1, [8] = {3810, 0.5}, [1] = {2992, 0.5}},
  [94732] = {t = 3, [1] = {3076, 0}, [5] = {3761, 0}},
  [94733] = {t = 2, [4] = {3332, 0.2}, [5] = {3610, 0.3}},
  [94734] = {t = 1, [5] = {2745, 0.5}, [8] = {3951, 0.5}},
  [94735] = {t = 3, [5] = {2909, 0}, [1] = {3858, 0}},
  [94736] = {t = 2, [1] = {3858, 0.3}, [6] = {2909, 0.2}},
  [94737] = {t = 2, [4] = {3610, 0.25}, [8] = {3332, 0.25}},
  [94738] = {t = 3, [4] = {3246, 0}, [5] = {3661, 0}},
  [94739] = {t = 1, [4] = {2745, 0.5}, [8] = {3951, 0.5}},
  [94740] = {t = 1, [4] = {3610, 0.1}, [8] = {3332, 0.4}},
  [94741] = {t = 1, [6] = {3810, 0.5}, [8] = {2992, 0.5}},
  [94742] = {t = 3, [6] = {3761, 0}, [7] = {3076, 0}},
  [94743] = {t = 3, [6] = {3418, 0}, [5] = {3559, 0}},
  [94744] = {t = 1, [3] = {3506, 0.625}, [2] = {3506, 0.875}},
  [94745] = {t = 3, [4] = {3506, 0}, [8] = {3506, 0}},
  [94746] = {t = 3, [6] = {3661, 0}, [7] = {3246, 0}},
  [94747] = {t = 1, [6] = {2992, 0.5}, [8] = {3810, 0.5}},
  [94748] = {t = 3, [4] = {3858, 0}, [6] = {2909, 0}},
  [94749] = {t = 1, [4] = {3161, 0.1}, [6] = {3711, 0.4}},
  [94750] = {t = 3, [1] = {3506, 0}, [6] = {3506, 0}},
  [94752] = {t = 1, [5] = {3661, 0.4}, [6] = {3246, 1.1}},
  [94753] = {t = 2, [1] = {3905, 0.25}, [6] = {2827, 0.25}},
  [94754] = {t = 3, [1] = {2992, 0}, [8] = {3810, 0}},
  [94755] = {t = 4, [5] = {3559, 0.25}, [6] = {3418, 0.25}},
  [94756] = {t = 1, [8] = {3332, 0.5}, [5] = {3610, 0.5}},
  [94757] = {t = 2, [1] = {3905, 0.25}, [5] = {2827, 0.25}},
  [94758] = {t = 1, [5] = {2745, 0.1}, [4] = {3951, 0.4}},
  [94759] = {t = 4, [5] = {3506, 0.25}, [8] = {3506, 0.25}},
  [94760] = {t = 4, [1] = {3810, 0.25}, [8] = {2992, 0.25}},
  [94761] = {t = 1, [5] = {3661, 0.5}, [4] = {3246, 0.5}},
  [94762] = {t = 2, [1] = {3810, 0.3}, [5] = {2992, 0.2}},
  [94763] = {t = 1, [6] = {3506, 0.625}, [5] = {3506, 0.875}},
  [94764] = {t = 1, [4] = {2664, 0.5}, [3] = {3997, 0.5}},
  [94765] = {t = 1, [1] = {2745, 0.5}, [8] = {3951, 0.5}},
  [94766] = {t = 3, [5] = {3610, 0}, [8] = {3332, 0}},
  [94768] = {t = 4, [4] = {3761, 0.25}, [5] = {3076, 0.25}},
  [94769] = {t = 1, [4] = {3332, 0.25}, [7] = {3610, 0.25}},
  [94770] = {t = 1, [5] = {3711, 0.5}, [4] = {3161, 0.5}},
  [94771] = {t = 3, [2] = {3905, 0}, [3] = {2827, 0}},
  [94772] = {t = 2, [6] = {3559, 0.3}, [5] = {3418, 0.2}},
  [94773] = {t = 2, [5] = {3997, 0.25}, [6] = {2664, 0.25}},
  [94774] = {t = 3, [2] = {3610, 0}, [8] = {3332, 0}},
  [94776] = {t = 3, [5] = {3997, 0.25}, [4] = {2664, 0.25}},
  [94777] = {t = 2, [6] = {3559, 0.25}, [4] = {3418, 0.25}},
  [94778] = {t = 3, [6] = {3161, 0.4}, [1] = {3711, 0.1}},
  [94779] = {t = 1, [1] = {3506, 0.5}, [6] = {3506, 0.5}},
  [94780] = {t = 2, [5] = {3506, 0.25}, [6] = {3506, 0.25}},
  [94781] = {t = 3, [5] = {3858, 0}, [8] = {2909, 0}},
  [94782] = {t = 1, [1] = {3810, 0.6}, [5] = {2992, 0.9}},
  [94783] = {t = 2, [1] = {3951, 0.25}, [6] = {2745, 0.25}},
  [94784] = {t = 2, [1] = {3661, 0.5}, [6] = {3246, 0.5}},
  [94785] = {t = 3, [8] = {3661, 0}, [5] = {3246, 0}},
  [94786] = {t = 3, [1] = {3711, 0}, [6] = {3161, 0}},
  [94787] = {t = 2, [1] = {3076, 0.25}, [5] = {3761, 0.25}},
  [94788] = {t = 4, [8] = {3810, 0.25}, [4] = {2992, 0.25}},
  [94789] = {t = 1, [2] = {3506, 0.5}, [8] = {3506, 0.5}},
  [94790] = {t = 2, [6] = {3246, 0.25}, [8] = {3661, 0.25}},
  [94791] = {t = 2, [8] = {3506, 0.25}, [6] = {3506, 0.25}},
  [94792] = {t = 2, [2] = {3506, 0.5}, [3] = {3506, 0.5}},
  [94793] = {t = 3, [2] = {3951, 0}, [3] = {2745, 0}},
  [94794] = {t = 3, [8] = {3506, 0.25}, [4] = {3506, 0.25}},
  [94795] = {t = 3, [5] = {3418, 0}, [4] = {3559, 0}},
  [94796] = {t = 3, [4] = {3661, 0.25}, [5] = {3246, 0.25}},
  [94797] = {t = 1, [1] = {3905, 0.5}, [8] = {2827, 0.5}},
  [94798] = {t = 2, [1] = {3506, 0.3}, [8] = {3506, 0.2}},
  [94799] = {t = 2, [4] = {3559, 0.3}, [5] = {3418, 0.2}},
  [94800] = {t = 1, [1] = {3711, 0.6}, [5] = {3161, 0.9}},
  [94801] = {t = 2, [1] = {3418, 0.25}, [5] = {3559, 0.25}},
  [94802] = {t = 2, [1] = {3559, 0.5}, [8] = {3418, 0.5}},
  [94803] = {t = 3, [4] = {3506, 0}, [5] = {3506, 0}},
  [94805] = {t = 1, [6] = {2909, 0.1}, [1] = {3858, 0.4}},
  [94806] = {t = 1, [6] = {2992, 0.5}, [8] = {3810, 0.5}},
  [94807] = {t = 2, [7] = {2664, 0.25}, [3] = {3997, 0.25}},
  [94808] = {t = 2, [1] = {3161, 0}, [8] = {3711, 0}},
  [94809] = {t = 1, [1] = {3997, 0.625}, [6] = {2664, 0.875}},
  [94810] = {t = 1, [5] = {3246, 0.5}, [4] = {3661, 0.5}},
  [94811] = {t = 2, [6] = {3905, 0.5}, [7] = {2827, 0.5}},
  [94812] = {t = 3, [8] = {3559, 0.25}, [5] = {3418, 0.25}},
  [94813] = {t = 2, [4] = {3761, 0.5}, [6] = {3076, 0.5}},
  [94814] = {t = 1, [5] = {3711, 0.25}, [6] = {3161, 0.25}},
  [94815] = {t = 1, [7] = {3076, 0.5}, [6] = {3761, 0.5}},
  [94816] = {t = 1, [4] = {3905, 0.5}, [5] = {2827, 0.5}},
  [94817] = {t = 2, [3] = {3661, 0.3}, [2] = {3246, 0.2}},
  [94818] = {t = 1, [5] = {3661, 0.5}, [6] = {3246, 0.5}},
  [94819] = {t = 2, [5] = {3711, 0.5}, [6] = {3161, 0.5}},
  [94821] = {t = 2, [2] = {3418, 0.6}, [3] = {3559, 0.4}},
  [94822] = {t = 3, [2] = {3997, 0.25}, [3] = {2664, 0.25}},
  [94823] = {t = 1, [5] = {3610, 0}, [6] = {3332, 0}},
  [94824] = {t = 1, [4] = {3810, 0}, [6] = {2992, 0}},
  [94825] = {t = 4, [1] = {3810, 0}, [8] = {2992, 0}},
  [94826] = {t = 1, [5] = {3810, 0}, [6] = {2992, 0}},
  [94922] = {t = 4, [1] = {3761, 0.25}, [5] = {3076, 0.25}},
  [94923] = {t = 1, [8] = {2664, 0.5}, [5] = {3997, 0.5}},
  [94924] = {t = 2, [1] = {3858, 0.6}, [8] = {2909, 0.4}},
  [94925] = {t = 2, [4] = {3076, 0.6}, [6] = {3761, 0.4}},
  [94926] = {t = 3, [1] = {3951, 0}, [6] = {2745, 0}},
  [94927] = {t = 2, [1] = {3761, 0.3}, [5] = {3076, 0.2}},
  [94928] = {t = 2, [8] = {3610, 0.25}, [5] = {3332, 0.25}},
  [94929] = {t = 3, [6] = {3610, 0.25}, [5] = {3332, 0.25}},
  [94930] = {t = 1, [5] = {3246, 0.5}, [6] = {3661, 0.5}},
  [94931] = {t = 3, [1] = {3951, 0.4}, [5] = {2745, 0.1}},
  [94937] = {t = 4, [3] = {2992, 0.25}, [2] = {3810, 0.25}},
  [94938] = {t = 2, [4] = {2992, 0.6}, [6] = {3810, 0.4}},
  [94939] = {t = 2, [5] = {2992, 0.6}, [8] = {3810, 0.4}},
  [94940] = {t = 3, [8] = {3858, 0}, [6] = {2909, 0}},
  [94941] = {t = 2, [2] = {3418, 0.25}, [3] = {3559, 0.25}},
  [94942] = {t = 3, [5] = {3711, 0.25}, [7] = {3161, 0.25}},
  [94943] = {t = 2, [6] = {3506, 0.6}, [5] = {3506, 0.4}},
  [94944] = {t = 1, [2] = {3418, 0.5}, [3] = {3559, 0.5}},
  [94945] = {t = 3, [8] = {3559, 0.4}, [2] = {3418, 0.1}},
  [94946] = {t = 1, [1] = {3761, 0.5}, [5] = {3076, 0.5}},
  [94947] = {t = 2, [1] = {3810, 0.6}, [5] = {2992, 0.4}},
  [94948] = {t = 3, [5] = {3559, 0}, [6] = {3418, 0}},
  [94949] = {t = 1, [8] = {3418, 0.75}, [6] = {3559, 0.75}},
  [94950] = {t = 2, [1] = {3997, 0.25}, [6] = {2664, 0.25}},
  [94951] = {t = 1, [5] = {3610, 0.5}, [6] = {3332, 0.5}},
  [94952] = {t = 3, [1] = {3418, 0}, [6] = {3559, 0}},
  [94953] = {t = 1, [1] = {3506, 0.5}, [5] = {3506, 0.5}},
  [94954] = {t = 4, [7] = {2992, 0.25}, [6] = {3810, 0.25}},
  [94955] = {t = 4, [8] = {3506, 0.25}, [6] = {3506, 0.25}},
  [94956] = {t = 1, [1] = {3610, 0.5}, [8] = {3332, 0.5}},
  [94957] = {t = 2, [1] = {3610, 0.6}, [5] = {3332, 0.4}},
  [94958] = {t = 1, [6] = {3076, 0.625}, [5] = {3761, 0.875}},
  [94959] = {t = 1, [8] = {3506, 0.625}, [6] = {3506, 0.875}},
  [94960] = {t = 3, [6] = {3711, 0.25}, [1] = {3161, 0.25}},
  [94961] = {t = 3, [5] = {3761, 0.4}, [6] = {3076, 0.1}},
  [94962] = {t = 1, [5] = {2827, 0.5}, [8] = {3905, 0.5}},
  [94963] = {t = 1, [4] = {3418, 0.25}, [6] = {3559, 0.25}},
  [94964] = {t = 4, [7] = {3506, 0.25}, [8] = {3506, 0.25}},
  [94965] = {t = 3, [1] = {3951, 0.25}, [6] = {2745, 0.25}},
  [94966] = {t = 1, [1] = {3761, 0.5}, [8] = {3076, 0.5}},
  [94967] = {t = 2, [5] = {3506, 0.3}, [8] = {3506, 0.2}},
  [94968] = {t = 2, [4] = {3076, 0.3}, [6] = {3761, 0.2}},
  [94969] = {t = 1, [1] = {3506, 0.5}, [6] = {3506, 0.5}},
  [94970] = {t = 2, [1] = {3332, 0.5}, [5] = {3610, 0.5}},
  [94971] = {t = 4, [6] = {3997, 0.25}, [4] = {2664, 0.25}},
  [94972] = {t = 2, [5] = {3905, 0.6}, [6] = {2827, 0.4}},
  [94973] = {t = 4, [5] = {3246, 0.25}, [6] = {3661, 0.25}},
  [94974] = {t = 1, [6] = {3761, 0.1}, [8] = {3076, 0.4}},
  [94975] = {t = 1, [8] = {3506, 0.5}, [5] = {3506, 0.5}},
  [94976] = {t = 2, [5] = {3905, 0.3}, [6] = {2827, 0.2}},
  [94977] = {t = 1, [1] = {3506, 0.5}, [6] = {3506, 0.5}},
  [94978] = {t = 2, [1] = {3506, 0.5}, [6] = {3506, 0.5}},
  [94980] = {t = 3, [1] = {3332, 0.25}, [5] = {3610, 0.25}},
  [94981] = {t = 3, [2] = {3506, 0.25}, [7] = {3506, 0.25}},
  [94982] = {t = 1, [8] = {2664, 0.1}, [5] = {3997, 0.4}},
  [94983] = {t = 1, [7] = {3506, 0.1}, [6] = {3506, 0.4}},
  [94984] = {t = 1, [4] = {2664, 0.625}, [8] = {3997, 0.875}},
  [94985] = {t = 1, [2] = {3761, 0.7}, [8] = {3076, 0.8}},
  [94986] = {t = 1, [5] = {3506, 0.7}, [6] = {3506, 0.8}},
  [94987] = {t = 1, [5] = {3332, 0.5}, [8] = {3610, 0.5}},
  [94988] = {t = 4, [1] = {3997, 0.25}, [6] = {2664, 0.25}},
  [94989] = {t = 1, [1] = {3506, 0.5}, [6] = {3506, 0.5}},
  [94990] = {t = 1, [4] = {2664, 0.7}, [5] = {3997, 0.8}},
  [94991] = {t = 2, [1] = {3858, 0.6}, [8] = {2909, 0.4}},
  [94992] = {t = 1, [8] = {2827, 0.7}, [1] = {3905, 0.8}},
  [94993] = {t = 2, [1] = {3997, 0.6}, [8] = {2664, 0.4}},
  [94994] = {t = 3, [1] = {3997, 0.5}, [6] = {2664, 0.5}},
  [94995] = {t = 2, [1] = {3905, 0.4}, [8] = {2827, 0.6}},
  [94996] = {t = 2, [4] = {2827, 0.4}, [5] = {3905, 0.6}},
  [94997] = {t = 2, [1] = {3905, 0.4}, [5] = {2827, 0.6}},
  [94998] = {t = 2, [5] = {3711, 0.4}, [8] = {3161, 0.6}},
  [94999] = {t = 2, [6] = {3761, 0.4}, [8] = {3076, 0.6}},
  [95000] = {t = 2, [6] = {3418, 0.4}, [8] = {3559, 0.6}},
  [95001] = {t = 2, [1] = {3506, 0.4}, [5] = {3506, 0.6}},
  [95002] = {t = 2, [3] = {3711, 0.4}, [4] = {3161, 0.6}},
  [95003] = {t = 2, [5] = {3810, 0.4}, [8] = {2992, 0.6}},
  [95004] = {t = 2, [8] = {3559, 0.7}, [5] = {3418, 0.3}},
  [95005] = {t = 2, [1] = {3905, 0.7}, [8] = {2827, 0.3}},
  [95006] = {t = 2, [5] = {2992, 0.7}, [8] = {3810, 0.3}},
  [95007] = {t = 2, [7] = {3661, 0.7}, [6] = {3246, 0.3}},
  [95008] = {t = 2, [1] = {3661, 0.7}, [5] = {3246, 0.3}},
  [95009] = {t = 2, [8] = {3858, 0.7}, [5] = {2909, 0.3}},
  [95010] = {t = 2, [1] = {3711, 0.7}, [5] = {3161, 0.3}},
  [95011] = {t = 2, [8] = {3810, 0.7}, [2] = {2992, 0.3}},
  [95012] = {t = 2, [5] = {3559, 0.7}, [7] = {3418, 0.3}},
  [95013] = {t = 3, [8] = {3506, 0.25}, [1] = {3506, 0.25}},
  [95014] = {t = 3, [4] = {3761, 0.25}, [6] = {3076, 0.25}},
  [95015] = {t = 3, [5] = {3332, 0.25}, [6] = {3610, 0.25}},
  [95016] = {t = 3, [3] = {3076, 0.25}, [7] = {3761, 0.25}},
  [95017] = {t = 3, [5] = {3418, 0.25}, [6] = {3559, 0.25}},
  [95018] = {t = 3, [1] = {3661, 0.4}, [6] = {3246, 0.1}},
  [95019] = {t = 3, [4] = {2909, 0.4}, [6] = {3858, 0.1}},
  [95020] = {t = 3, [2] = {3810, 0.4}, [3] = {2992, 0.1}},
  [95021] = {t = 3, [6] = {3246, 0.4}, [4] = {3661, 0.1}},
  [95022] = {t = 3, [7] = {2827, 0.4}, [6] = {3905, 0.1}},
  [95023] = {t = 1, [4] = {2745, 0.75}, [8] = {3951, 0.75}},
  [95024] = {t = 1, [1] = {3810, 0.75}, [5] = {2992, 0.75}},
  [95025] = {t = 1, [8] = {3418, 0.75}, [3] = {3559, 0.75}},
  [95026] = {t = 1, [5] = {3246, 0.75}, [8] = {3661, 0.75}},
  [95027] = {t = 1, [5] = {2992, 0.75}, [1] = {3810, 0.75}},
  [95028] = {t = 1, [8] = {3905, 0.75}, [7] = {2827, 0.75}},
  [95029] = {t = 1, [1] = {3905, 0.75}, [8] = {2827, 0.75}},
  [95030] = {t = 1, [6] = {3559, 0.75}, [8] = {3418, 0.75}},
  [95031] = {t = 1, [1] = {3858, 0.75}, [6] = {2909, 0.75}},
  [95032] = {t = 1, [6] = {3559, 0.75}, [8] = {3418, 0.75}},
  [95033] = {t = 1, [6] = {3559, 0.75}, [5] = {3418, 0.75}},
  [95034] = {t = 1, [6] = {3997, 0.75}, [4] = {2664, 0.75}},
  [95035] = {t = 1, [6] = {3810, 0.75}, [8] = {2992, 0.75}},
  [95036] = {t = 1, [6] = {3559, 0.75}, [8] = {3418, 0.75}},
  [95037] = {t = 1, [3] = {3997, 0.75}, [7] = {2664, 0.75}},
  [95038] = {t = 1, [5] = {3610, 0.75}, [6] = {3332, 0.75}},
  [95039] = {t = 1, [6] = {3711, 0.75}, [8] = {3161, 0.75}},
  [95040] = {t = 1, [4] = {2664, 0.75}, [6] = {3997, 0.75}},
  [95050] = {t = 3, [8] = {3076, 0}, [7] = {3076, 0}},
  [95051] = {t = 3, [8] = {3076, 0}, [7] = {3076, 0}},
  [95060] = {t = 2, [6] = {2664, 0.25}, [8] = {3997, 0.25}},
  [95061] = {t = 2, [4] = {2827, 0.2}, [6] = {3905, 0.3}},
  [95062] = {t = 2, [6] = {3332, 0.25}, [8] = {3610, 0.25}},
  [95063] = {t = 2, [6] = {3610, 0.25}, [8] = {3332, 0.25}},
  [95064] = {t = 2, [5] = {3418, 0.25}, [8] = {3559, 0.25}},
  [95065] = {t = 2, [6] = {3997, 0.25}, [7] = {2664, 0.25}},
  [95066] = {t = 2, [1] = {3810, 0.25}, [6] = {2992, 0.25}},
  [95067] = {t = 2, [6] = {3506, 0.25}, [5] = {3506, 0.25}},
  [95068] = {t = 2, [3] = {3997, 0.25}, [7] = {2664, 0.25}},
  [95069] = {t = 2, [8] = {3418, 0.25}, [6] = {3559, 0.25}},
  [95074] = {t = 1, [5] = {3332, 0.5}, [1] = {3610, 0.5}},
  [95075] = {t = 1, [4] = {3610, 0.5}, [7] = {3332, 0.5}},
  [95076] = {t = 1, [2] = {3858, 0.5}, [4] = {2909, 0.5}},
  [95077] = {t = 1, [7] = {3610, 0.5}, [4] = {3332, 0.5}},
  [95078] = {t = 1, [5] = {3332, 0.5}, [1] = {3610, 0.5}},
  [95079] = {t = 1, [4] = {3711, 0.5}, [7] = {3161, 0.5}},
  [95080] = {t = 1, [5] = {3332, 0.5}, [1] = {3610, 0.5}},
  [95081] = {t = 1, [5] = {3661, 0.5}, [8] = {3246, 0.5}},
  [95082] = {t = 1, [5] = {3332, 0.5}, [1] = {3610, 0.5}},
  [95083] = {t = 2, [5] = {3246, 0.25}, [8] = {3661, 0.25}},
  [95084] = {t = 2, [4] = {2827, 0.25}, [2] = {3905, 0.25}},
  [95085] = {t = 2, [1] = {3810, 0.25}, [8] = {2992, 0.25}},
  [95086] = {t = 2, [6] = {3810, 0.25}, [4] = {2992, 0.25}},
  [95087] = {t = 2, [1] = {3076, 0.25}, [5] = {3761, 0.25}},
  [95088] = {t = 2, [4] = {3506, 0.25}, [6] = {3506, 0.25}},
  [95089] = {t = 2, [1] = {3246, 0.25}, [8] = {3661, 0.25}},
  [95090] = {t = 2, [4] = {3559, 0.25}, [8] = {3418, 0.25}},
  [95091] = {t = 2, [1] = {3161, 0.25}, [6] = {3711, 0.25}},
  [95095] = {t = 2, [6] = {3506, 0}, [5] = {3506, 0}},
  [95096] = {t = 2, [4] = {3905, 0}, [8] = {2827, 0}},
  [95097] = {t = 2, [1] = {2909, 0}, [5] = {3858, 0}},
  [95098] = {t = 2, [4] = {3997, 0}, [5] = {2664, 0}},
  [95099] = {t = 2, [1] = {2992, 0}, [5] = {3810, 0}},
  [95100] = {t = 2, [8] = {3076, 0}, [5] = {3761, 0}},
  [95101] = {t = 2, [1] = {2909, 0}, [5] = {3858, 0}},
  [95102] = {t = 2, [6] = {3161, 0}, [5] = {3711, 0}},
  [95103] = {t = 2, [2] = {3506, 0}, [4] = {3506, 0}},
  [95104] = {t = 2, [1] = {3161, 0}, [5] = {3711, 0}},
  [95105] = {t = 2, [1] = {2827, 0}, [5] = {3905, 0}},
  [95106] = {t = 2, [6] = {3661, 0}, [8] = {3246, 0}},
  [95107] = {t = 2, [6] = {3559, 0}, [5] = {3418, 0}},
  [95108] = {t = 2, [4] = {3997, 0}, [8] = {2664, 0}},
  [95109] = {t = 2, [8] = {3711, 0}, [4] = {3161, 0}},
  [95110] = {t = 2, [3] = {3610, 0}, [8] = {3332, 0}},
  [95111] = {t = 2, [5] = {3711, 0}, [8] = {3161, 0}},
  [95112] = {t = 2, [8] = {3711, 0}, [6] = {3161, 0}},
  [95113] = {t = 2, [6] = {3506, 0}, [8] = {3506, 0}},
  [95114] = {t = 3, [6] = {3761, 0}, [8] = {3076, 0}},
  [95115] = {t = 3, [2] = {3418, 0}, [4] = {3559, 0}},
  [95116] = {t = 3, [7] = {3418, 0}, [8] = {3559, 0}},
  [95117] = {t = 3, [4] = {3506, 0}, [8] = {3506, 0}},
  [95118] = {t = 3, [5] = {3661, 0}, [1] = {3246, 0}},
  [95119] = {t = 1, [7] = {2909, 0.25}, [2] = {3858, 0.25}},
  [95120] = {t = 1, [6] = {3559, 0.25}, [8] = {3418, 0.25}},
  [95121] = {t = 1, [7] = {3711, 0.25}, [5] = {3161, 0.25}},
  [95122] = {t = 1, [1] = {3332, 0.25}, [5] = {3610, 0.25}},
  [95123] = {t = 1, [4] = {3951, 0.25}, [5] = {2745, 0.25}},
  [95124] = {t = 1, [6] = {3418, 0.25}, [8] = {3559, 0.25}},
  [95125] = {t = 1, [6] = {3506, 0.25}, [5] = {3506, 0.25}},
  [95126] = {t = 1, [6] = {3559, 0.25}, [8] = {3418, 0.25}},
  [95127] = {t = 1, [4] = {3559, 0.25}, [8] = {3418, 0.25}},
  [95128] = {t = 3, [5] = {3711, 0}, [7] = {3161, 0}},
  [95129] = {t = 3, [3] = {3506, 0}, [2] = {3506, 0}},
  [95130] = {t = 3, [1] = {2745, 0}, [8] = {3951, 0}},
  [95131] = {t = 3, [8] = {2745, 0}, [5] = {3951, 0}},
  [95132] = {t = 3, [1] = {3161, 0}, [5] = {3711, 0}},
  [95133] = {t = 3, [4] = {3506, 0}, [6] = {3506, 0}},
  [95134] = {t = 3, [1] = {3858, 0}, [8] = {2909, 0}},
  [95135] = {t = 3, [1] = {3246, 0}, [8] = {3661, 0}},
  [95136] = {t = 3, [4] = {3246, 0}, [8] = {3661, 0}},
  [95137] = {t = 3, [5] = {2992, 0}, [8] = {3810, 0}},
  [95138] = {t = 3, [5] = {3506, 0}, [6] = {3506, 0}},
  [95139] = {t = 3, [1] = {3711, 0}, [6] = {3161, 0}},
  [95140] = {t = 3, [6] = {3905, 0}, [5] = {2827, 0}},
  [95141] = {t = 3, [2] = {3161, 0}, [8] = {3711, 0}},
  [95142] = {t = 3, [6] = {3711, 0}, [8] = {3161, 0}},
  [95143] = {t = 3, [4] = {3161, 0}, [6] = {3711, 0}},
  [95144] = {t = 3, [3] = {3246, 0}, [4] = {3661, 0}},
  [95145] = {t = 3, [1] = {2909, 0}, [5] = {3858, 0}},
  [95146] = {t = 3, [4] = {3661, 0}, [8] = {3246, 0}},
  [95147] = {t = 1, [8] = {3559, 0.5}, [1] = {3418, 0.5}},
  [95148] = {t = 1, [8] = {3810, 0.5}, [6] = {2992, 0.5}},
  [95149] = {t = 1, [8] = {3559, 0.5}, [6] = {3418, 0.5}},
  [95150] = {t = 1, [8] = {3559, 0.5}, [1] = {3418, 0.5}},
  [95151] = {t = 1, [8] = {3559, 0.5}, [1] = {3418, 0.5}},
  [95152] = {t = 1, [2] = {3761, 0.5}, [7] = {3076, 0.5}},
  [95153] = {t = 1, [4] = {3246, 0.5}, [7] = {3661, 0.5}},
  [95163] = {t = 3, [1] = {3810, 0}, [5] = {2992, 0}},
  [95164] = {t = 3, [6] = {3246, 0}, [8] = {3661, 0}},
  [95165] = {t = 3, [3] = {3858, 0}, [7] = {2909, 0}},
  [95166] = {t = 3, [8] = {2827, 0}, [7] = {3905, 0}},
  [95167] = {t = 3, [7] = {2664, 0}, [5] = {3997, 0}},
  [95177] = {t = 3, [1] = {3418, 0}, [6] = {3559, 0}},
  [95178] = {t = 3, [2] = {3076, 0}, [8] = {3761, 0}},
  [95179] = {t = 3, [8] = {3905, 0}, [5] = {2827, 0}},
  [95180] = {t = 3, [6] = {3559, 0}, [5] = {3418, 0}},
  [95181] = {t = 3, [5] = {3246, 0}, [4] = {3661, 0}},
  [95182] = {t = 1, [8] = {3559, 0.5}, [1] = {3418, 0.5}},
  [95183] = {t = 1, [5] = {3810, 0.5}, [6] = {2992, 0.5}},
  [95184] = {t = 2, [5] = {3506, 0.25}, [6] = {3506, 0.25}},
  [95185] = {t = 2, [8] = {2827, 0.25}, [6] = {3905, 0.25}},
  [95186] = {t = 2, [1] = {2992, 0.25}, [5] = {3810, 0.25}},
  [95187] = {t = 2, [7] = {3559, 0.25}, [8] = {3418, 0.25}},
  [95188] = {t = 2, [1] = {3905, 0.25}, [6] = {2827, 0.25}},
  [95189] = {t = 2, [7] = {3559, 0.25}, [5] = {3418, 0.25}},
  [95190] = {t = 2, [8] = {3761, 0.25}, [6] = {3076, 0.25}},
  [95191] = {t = 2, [2] = {3951, 0.25}, [7] = {2745, 0.25}},
  [95192] = {t = 2, [5] = {3661, 0.25}, [6] = {3246, 0.25}},
  [95193] = {t = 2, [1] = {2909, 0}, [8] = {3858, 0}},
  [95194] = {t = 2, [4] = {3559, 0}, [5] = {3418, 0}},
  [95195] = {t = 2, [6] = {3076, 0}, [8] = {3761, 0}},
  [95196] = {t = 2, [6] = {3418, 0}, [8] = {3559, 0}},
  [95197] = {t = 2, [5] = {3810, 0}, [4] = {2992, 0}},
  [95198] = {t = 2, [4] = {2827, 0}, [8] = {3905, 0}},
  [95199] = {t = 2, [7] = {3661, 0}, [6] = {3246, 0}},
  [95200] = {t = 2, [6] = {3559, 0}, [5] = {3418, 0}},
  [95201] = {t = 2, [6] = {3997, 0}, [5] = {2664, 0}},
  [95202] = {t = 3, [6] = {3418, 0.25}, [5] = {3559, 0.25}},
  [95203] = {t = 3, [4] = {3661, 0.25}, [6] = {3246, 0.25}},
  [95204] = {t = 3, [1] = {3711, 0.25}, [8] = {3161, 0.25}},
  [95205] = {t = 3, [4] = {3761, 0.25}, [8] = {3076, 0.25}},
  [95206] = {t = 3, [3] = {3997, 0.25}, [7] = {2664, 0.25}},
  [95207] = {t = 2, [4] = {2992, 0.25}, [5] = {3810, 0.25}},
  [95208] = {t = 2, [1] = {3997, 0.25}, [8] = {2664, 0.25}},
  [95209] = {t = 2, [6] = {3076, 0.25}, [5] = {3761, 0.25}},
  [95210] = {t = 2, [6] = {2827, 0.25}, [5] = {3905, 0.25}},
  [95211] = {t = 2, [4] = {3076, 0.25}, [8] = {3761, 0.25}},
  [95212] = {t = 2, [6] = {3161, 0.25}, [5] = {3711, 0.25}},
  [95213] = {t = 2, [8] = {3506, 0.25}, [5] = {3506, 0.25}},
  [95214] = {t = 2, [5] = {3559, 0.25}, [4] = {3418, 0.25}},
  [95215] = {t = 2, [2] = {2992, 0.25}, [8] = {3810, 0.25}},
  [95216] = {t = 2, [6] = {3506, 0}, [8] = {3506, 0}},
  [95217] = {t = 2, [6] = {3951, 0}, [4] = {2745, 0}},
  [95218] = {t = 2, [8] = {3559, 0}, [7] = {3418, 0}},
  [95219] = {t = 2, [7] = {2827, 0}, [5] = {3905, 0}},
  [95220] = {t = 2, [7] = {3506, 0}, [6] = {3506, 0}},
  [95221] = {t = 2, [1] = {3711, 0}, [6] = {3161, 0}},
  [95222] = {t = 2, [8] = {3506, 0}, [5] = {3506, 0}},
  [95223] = {t = 2, [4] = {2909, 0}, [8] = {3858, 0}},
  [95224] = {t = 2, [6] = {3332, 0}, [8] = {3610, 0}},
  [95225] = {t = 1, [7] = {3761, 0.75}, [6] = {3076, 0.75}},
  [95226] = {t = 2, [4] = {3761, 0.3}, [5] = {3076, 0.2}},
  [95227] = {t = 1, [4] = {3559, 0.5}, [6] = {3418, 1}},
  [95228] = {t = 1, [5] = {3810, 0.75}, [8] = {2992, 0.25}},
  [95229] = {t = 2, [7] = {3076, 0.5}, [8] = {3761, 0.5}},
  [95230] = {t = 1, [2] = {3418, 0.75}, [3] = {3559, 0.75}},
  [95231] = {t = 2, [7] = {2664, 0.3}, [2] = {3997, 0.2}},
  [95232] = {t = 1, [7] = {2664, 1}, [8] = {3997, 0.5}},
  [95233] = {t = 1, [4] = {2909, 0.75}, [3] = {3858, 0.25}},
  [95234] = {t = 2, [4] = {3506, 0.5}, [8] = {3506, 0.5}},
  [95235] = {t = 1, [7] = {3559, 0.75}, [8] = {3418, 0.75}},
  [95236] = {t = 2, [5] = {3610, 0.3}, [7] = {3332, 0.2}},
  [95237] = {t = 1, [4] = {3506, 0.75}, [6] = {3506, 0.75}},
  [95238] = {t = 1, [8] = {3559, 0.75}, [6] = {3418, 0.25}},
  [95239] = {t = 2, [4] = {3161, 0.5}, [5] = {3711, 0.5}},
  [95240] = {t = 2, [6] = {3246, 0.3}, [1] = {3661, 0.2}},
  [95241] = {t = 1, [8] = {3161, 0.75}, [1] = {3711, 0.75}},
  [95242] = {t = 1, [1] = {3610, 0.75}, [6] = {3332, 0.25}},
  [95243] = {t = 1, [6] = {3506, 0.75}, [5] = {3506, 0.75}},
  [95244] = {t = 2, [1] = {3559, 0.5}, [8] = {3418, 0.5}},
  [95245] = {t = 2, [8] = {3610, 0.3}, [5] = {3332, 0.2}},
  [95246] = {t = 1, [6] = {3332, 0.75}, [1] = {3610, 0.75}},
  [95247] = {t = 1, [6] = {3161, 0.75}, [5] = {3711, 0.25}},
  [95248] = {t = 1, [8] = {3661, 0.75}, [1] = {3246, 0.75}},
  [95249] = {t = 2, [6] = {3610, 0.5}, [5] = {3332, 0.5}},
  [95250] = {t = 1, [7] = {3332, 0.75}, [5] = {3610, 0.75}},
  [95251] = {t = 2, [7] = {3506, 0.3}, [6] = {3506, 0.2}},
  [95252] = {t = 1, [5] = {3559, 0.75}, [8] = {3418, 0.75}},
  [95253] = {t = 1, [4] = {3506, 0.75}, [6] = {3506, 0.25}},
  [95254] = {t = 2, [4] = {2745, 0.5}, [5] = {3951, 0.5}},
  [95255] = {t = 1, [7] = {3559, 0.75}, [8] = {3418, 0.75}},
  [95256] = {t = 2, [5] = {3610, 0.3}, [7] = {3332, 0.2}},
  [95257] = {t = 1, [4] = {3506, 0.75}, [6] = {3506, 0.75}},
  [95258] = {t = 1, [8] = {3559, 0.75}, [6] = {3418, 0.25}},
  [95259] = {t = 2, [4] = {3161, 0.5}, [5] = {3711, 0.5}},
  [95260] = {t = 2, [8] = {3610, 0.3}, [5] = {3332, 0.2}},
  [95261] = {t = 1, [6] = {3332, 0.75}, [4] = {3610, 0.75}},
  [95262] = {t = 1, [6] = {3161, 0.75}, [5] = {3711, 0.25}},
  [95263] = {t = 1, [8] = {3661, 0.75}, [4] = {3246, 0.75}},
  [95264] = {t = 2, [6] = {3610, 0.5}, [5] = {3332, 0.5}},
  [95265] = {t = 1, [7] = {3559, 0.75}, [8] = {3418, 0.75}},
  [95266] = {t = 2, [5] = {3610, 0.3}, [7] = {3332, 0.2}},
  [95267] = {t = 1, [4] = {3506, 0.75}, [6] = {3506, 0.75}},
  [95268] = {t = 1, [8] = {3559, 0.75}, [6] = {3418, 0.25}},
  [95269] = {t = 2, [4] = {3161, 0.5}, [5] = {3711, 0.5}},
  [95270] = {t = 2, [6] = {3246, 0.3}, [1] = {3661, 0.2}},
  [95271] = {t = 1, [8] = {3161, 0.75}, [1] = {3711, 0.75}},
  [95272] = {t = 1, [1] = {3610, 0.75}, [6] = {3332, 0.25}},
  [95273] = {t = 1, [6] = {3506, 0.75}, [5] = {3506, 0.75}},
  [95274] = {t = 2, [1] = {3559, 0.5}, [8] = {3418, 0.5}},
  [95275] = {t = 1, [7] = {3332, 0.75}, [5] = {3610, 0.75}},
  [95276] = {t = 2, [7] = {3506, 0.3}, [6] = {3506, 0.2}},
  [95277] = {t = 1, [5] = {3559, 0.75}, [8] = {3418, 0.75}},
  [95278] = {t = 1, [4] = {3506, 0.75}, [6] = {3506, 0.25}},
  [95279] = {t = 2, [4] = {2745, 0.5}, [5] = {3951, 0.5}},
  [95280] = {t = 1, [7] = {3761, 0.75}, [6] = {3076, 0.75}},
  [95281] = {t = 2, [4] = {3761, 0.3}, [5] = {3076, 0.2}},
  [95282] = {t = 1, [4] = {3559, 0.5}, [6] = {3418, 1}},
  [95283] = {t = 1, [5] = {3810, 0.75}, [8] = {2992, 0.25}},
  [95284] = {t = 2, [7] = {3076, 0.5}, [8] = {3761, 0.5}},
  [95285] = {t = 1, [6] = {3506, 0.75}, [5] = {3506, 0.75}},
  [95286] = {t = 2, [6] = {3246, 0.3}, [1] = {3661, 0.2}},
  [95287] = {t = 1, [8] = {3161, 0.75}, [1] = {3711, 0.75}},
  [95288] = {t = 1, [1] = {3610, 0.75}, [6] = {3332, 0.25}},
  [95289] = {t = 2, [1] = {3559, 0.5}, [8] = {3418, 0.5}},
  [95290] = {t = 1, [2] = {3418, 0.75}, [3] = {3559, 0.75}},
  [95291] = {t = 2, [7] = {2664, 0.3}, [2] = {3997, 0.2}},
  [95292] = {t = 1, [7] = {2664, 1}, [8] = {3997, 0.5}},
  [95293] = {t = 1, [4] = {2909, 0.75}, [3] = {3858, 0.25}},
  [95294] = {t = 2, [4] = {3506, 0.5}, [8] = {3506, 0.5}},
  [95295] = {t = 2, [6] = {3246, 0.3}, [1] = {3661, 0.2}},
  [95296] = {t = 1, [8] = {3161, 0.75}, [1] = {3711, 0.75}},
  [95297] = {t = 1, [1] = {3610, 0.75}, [6] = {3332, 0.25}},
  [95298] = {t = 1, [6] = {3506, 0.75}, [5] = {3506, 0.75}},
  [95299] = {t = 2, [1] = {3559, 0.5}, [8] = {3418, 0.5}},
  [95300] = {t = 2, [8] = {3610, 0.3}, [5] = {3332, 0.2}},
  [95301] = {t = 1, [6] = {3332, 0.75}, [1] = {3610, 0.75}},
  [95302] = {t = 1, [6] = {3161, 0.75}, [5] = {3711, 0.25}},
  [95303] = {t = 1, [8] = {3661, 0.75}, [1] = {3246, 0.75}},
  [95304] = {t = 2, [6] = {3610, 0.5}, [5] = {3332, 0.5}},
  [95305] = {t = 1, [7] = {3559, 0.75}, [8] = {3418, 0.75}},
  [95306] = {t = 2, [5] = {3610, 0.3}, [7] = {3332, 0.2}},
  [95307] = {t = 1, [4] = {3506, 0.75}, [6] = {3506, 0.75}},
  [95308] = {t = 1, [8] = {3559, 0.75}, [6] = {3418, 0.25}},
  [95309] = {t = 2, [4] = {3161, 0.5}, [5] = {3711, 0.5}},
  [95310] = {t = 1, [6] = {3506, 0.75}, [5] = {3506, 0.75}},
  [95311] = {t = 2, [6] = {3246, 0.3}, [1] = {3661, 0.2}},
  [95312] = {t = 1, [8] = {3161, 0.75}, [1] = {3711, 0.75}},
  [95313] = {t = 1, [1] = {3610, 0.75}, [6] = {3332, 0.25}},
  [95314] = {t = 2, [1] = {3559, 0.5}, [8] = {3418, 0.5}},
  [95315] = {t = 1, [7] = {3559, 0.75}, [8] = {3418, 0.75}},
  [95316] = {t = 2, [5] = {3610, 0.3}, [7] = {3332, 0.2}},
  [95317] = {t = 1, [4] = {3506, 0.75}, [6] = {3506, 0.75}},
  [95318] = {t = 1, [8] = {3559, 0.75}, [6] = {3418, 0.25}},
  [95319] = {t = 2, [4] = {3161, 0.5}, [5] = {3711, 0.5}},
  [95320] = {t = 1, [8] = {3661, 0.75}, [1] = {3246, 0.75}},
  [95321] = {t = 2, [8] = {3610, 0.3}, [5] = {3332, 0.2}},
  [95322] = {t = 1, [6] = {3332, 0.75}, [1] = {3610, 0.75}},
  [95323] = {t = 1, [6] = {3161, 0.75}, [5] = {3711, 0.25}},
  [95324] = {t = 2, [6] = {3610, 0.5}, [5] = {3332, 0.5}},
  [95325] = {t = 2, [8] = {3610, 0.3}, [5] = {3332, 0.2}},
  [95326] = {t = 1, [6] = {3332, 0.75}, [4] = {3610, 0.75}},
  [95327] = {t = 1, [6] = {3161, 0.75}, [5] = {3711, 0.25}},
  [95328] = {t = 1, [8] = {3661, 0.75}, [4] = {3246, 0.75}},
  [95329] = {t = 2, [6] = {3610, 0.5}, [5] = {3332, 0.5}},
  [95330] = {t = 1, [4] = {3559, 0.5}, [6] = {3418, 1}},
  [95331] = {t = 1, [7] = {3761, 0.75}, [6] = {3076, 0.75}},
  [95332] = {t = 2, [4] = {3761, 0.3}, [5] = {3076, 0.2}},
  [95333] = {t = 1, [5] = {3810, 0.75}, [8] = {2992, 0.25}},
  [95334] = {t = 2, [7] = {3076, 0.5}, [8] = {3761, 0.5}},
  [95335] = {t = 1, [2] = {3418, 0.75}, [3] = {3559, 0.75}},
  [95336] = {t = 2, [7] = {2664, 0.3}, [2] = {3997, 0.2}},
  [95337] = {t = 1, [7] = {2664, 1}, [8] = {3997, 0.5}},
  [95338] = {t = 1, [4] = {2909, 0.75}, [3] = {3858, 0.25}},
  [95339] = {t = 2, [4] = {3506, 0.5}, [8] = {3506, 0.5}},
  [95391] = {t = 4, [6] = {3506, 0}, [8] = {3506, 0}},
  [95392] = {t = 1, [6] = {3506, 0}, [8] = {3506, 0}},
  [95425] = {t = 3, [1] = {3506, 0}, [6] = {3506, 0}},
  [95426] = {t = 1, [5] = {3377, 0}, [6] = {3377, 0}},
  [95427] = {t = 3, [2] = {4173, 0}},
  [95428] = {t = 3, [5] = {3506, 0}, [6] = {3506, 0}},
  [95429] = {t = 3, [5] = {3506, 0}, [7] = {3506, 0}},
  [95430] = {t = 3, [5] = {3997, 0}, [6] = {2664, 0}},
  [95472] = {t = 3, [3] = {3761, 0.4}, [8] = {3076, 0.1}},
  [95473] = {t = 3, [5] = {3810, 0.25}, [6] = {2992, 0.25}},
  [95498] = {t = 1, [8] = {3711, 0.1}, [7] = {3161, 0.4}},
  [95499] = {t = 1, [8] = {3661, 0}, [5] = {3246, 0}},
  [95500] = {t = 4, [1] = {2745, 0.25}, [8] = {3951, 0.25}},
  [95501] = {t = 4, [6] = {3761, 0.25}, [7] = {3076, 0.25}},
  [95502] = {t = 4, [4] = {2827, 0.25}, [8] = {3905, 0.25}},
  [95503] = {t = 1, [8] = {3905, 0.25}, [6] = {2827, 0.25}},
  [95504] = {t = 4, [8] = {2827, 0.25}, [7] = {3905, 0.25}},
  [95505] = {t = 1, [5] = {3246, 0.1}, [6] = {3661, 0.4}},
  [95506] = {t = 4, [4] = {3559, 0.25}, [5] = {3418, 0.25}},
  [95507] = {t = 1, [5] = {3076, 0.1}, [8] = {3761, 0.4}},
  [95510] = {t = 3, [8] = {3506, 0}, [6] = {3506, 0}},
  [95511] = {t = 3, [4] = {3610, 0.4}, [2] = {3332, 0.1}},
  [95512] = {t = 3, [8] = {2909, 0.4}, [5] = {3858, 0.1}},
  [95513] = {t = 3, [6] = {3810, 0.4}, [4] = {2992, 0.1}},
  [95514] = {t = 3, [1] = {3997, 0}, [8] = {2664, 0}},
  [95515] = {t = 3, [8] = {2827, 0.4}, [1] = {3905, 0.1}},
  [95516] = {t = 3, [3] = {3905, 0.4}, [2] = {2827, 0.1}},
  [95517] = {t = 2, [1] = {3711, 0}, [6] = {3161, 0}},
  [95518] = {t = 2, [4] = {3506, 0}, [6] = {3506, 0}},
  [95519] = {t = 2, [6] = {3559, 0}, [4] = {3418, 0}},
  [95520] = {t = 2, [1] = {3661, 0}, [8] = {3246, 0}},
  [95521] = {t = 2, [1] = {3951, 0}, [8] = {2745, 0}},
  [95522] = {t = 2, [7] = {3858, 0}, [4] = {2909, 0}},
  [95523] = {t = 2, [5] = {3858, 0}, [6] = {2909, 0}},
  [95524] = {t = 2, [7] = {3559, 0}, [8] = {3418, 0}},
  [95525] = {t = 2, [1] = {3661, 0}, [6] = {3246, 0}},
  [95526] = {t = 2, [1] = {3711, 0}, [6] = {3161, 0}},
  [95527] = {t = 2, [4] = {3506, 0}, [6] = {3506, 0}},
  [95528] = {t = 2, [6] = {3559, 0}, [4] = {3418, 0}},
  [95529] = {t = 2, [1] = {3661, 0}, [8] = {3246, 0}},
  [95530] = {t = 2, [1] = {3951, 0}, [8] = {2745, 0}},
  [95531] = {t = 2, [7] = {3858, 0}, [4] = {2909, 0}},
  [95532] = {t = 2, [5] = {3858, 0}, [6] = {2909, 0}},
  [95533] = {t = 2, [7] = {3559, 0}, [8] = {3418, 0}},
  [95534] = {t = 2, [1] = {3661, 0}, [6] = {3246, 0}},
  [95535] = {t = 1, [5] = {3997, 0.7}, [6] = {2664, 0.8}},
  [95624] = {t = 3, [8] = {3506, 0}, [6] = {3506, 0}},
  [95625] = {t = 2, [7] = {6667, 0}},
  [95626] = {t = 1, [6] = {3246, 0.5}, [8] = {3661, 1}},
  [95627] = {t = 1, [7] = {3246, 0.5}, [6] = {3661, 0.5}},
  [95628] = {t = 2, [7] = {2909, 0.25}, [6] = {3858, 0.25}},
  [95629] = {t = 2, [6] = {3418, 0.5}, [8] = {3559, 0.5}},
  [95630] = {t = 1, [4] = {3610, 0.5}, [8] = {3332, 0.5}},
  [95632] = {t = 4, [4] = {3951, 0.25}, [7] = {2745, 0.25}},
  [95633] = {t = 3, [7] = {3161, 0}, [2] = {3711, 0}},
  [95634] = {t = 2, [4] = {3610, 0.25}, [8] = {3332, 0.25}},
  [95635] = {t = 1, [4] = {2745, 0.5}, [8] = {3951, 0.5}},
  [95636] = {t = 2, [4] = {3332, 0.2}, [5] = {3610, 0.3}},
  [95637] = {t = 1, [8] = {3810, 0.5}, [1] = {2992, 0.5}},
  [95638] = {t = 3, [4] = {3246, 0}, [5] = {3661, 0}},
  [95639] = {t = 3, [5] = {2909, 0}, [1] = {3858, 0}},
  [95640] = {t = 4, [1] = {3161, 0.25}, [5] = {3711, 0.25}},
  [95642] = {t = 3, [1] = {3076, 0}, [5] = {3761, 0}},
  [95643] = {t = 2, [1] = {3858, 0.3}, [6] = {2909, 0.2}},
  [95644] = {t = 1, [5] = {2745, 0.5}, [8] = {3951, 0.5}},
  [95645] = {t = 3, [4] = {3858, 0}, [6] = {2909, 0}},
  [95646] = {t = 3, [6] = {3661, 0}, [7] = {3246, 0}},
  [95647] = {t = 1, [4] = {3610, 0.1}, [8] = {3332, 0.4}},
  [95648] = {t = 3, [6] = {3418, 0}, [5] = {3559, 0}},
  [95649] = {t = 1, [6] = {3810, 0.5}, [8] = {2992, 0.5}},
  [95650] = {t = 3, [6] = {3761, 0}, [7] = {3076, 0}},
  [95651] = {t = 1, [6] = {2992, 0.5}, [8] = {3810, 0.5}},
  [95652] = {t = 1, [3] = {3506, 0.625}, [2] = {3506, 0.875}},
  [95653] = {t = 3, [4] = {3506, 0}, [8] = {3506, 0}},
  [95654] = {t = 2, [6] = {6667, 0}},
  [95655] = {t = 1, [5] = {3661, 0.4}, [6] = {3246, 1.1}},
  [95656] = {t = 3, [1] = {3506, 0}, [6] = {3506, 0}},
  [95657] = {t = 1, [4] = {3161, 0.1}, [6] = {3711, 0.4}},
  [95658] = {t = 3, [1] = {2992, 0}, [8] = {3810, 0}},
  [95659] = {t = 3, [1] = {3997, 0}, [8] = {2664, 0}},
  [95660] = {t = 4, [5] = {3559, 0.25}, [6] = {3418, 0.25}},
  [95661] = {t = 1, [8] = {3332, 0.5}, [5] = {3610, 0.5}},
  [95662] = {t = 2, [1] = {3905, 0.25}, [6] = {2827, 0.25}},
  [95663] = {t = 1, [8] = {3506, 0.5}, [5] = {3506, 0.5}},
  [95665] = {t = 2, [8] = {6667, 0}},
  [95666] = {t = 4, [5] = {3506, 0.25}, [8] = {3506, 0.25}},
  [95667] = {t = 2, [1] = {3810, 0.3}, [5] = {2992, 0.2}},
  [95668] = {t = 1, [5] = {3661, 0.5}, [4] = {3246, 0.5}},
  [95669] = {t = 2, [4] = {6667, 0}},
  [95670] = {t = 4, [1] = {3810, 0.25}, [8] = {2992, 0.25}},
  [95671] = {t = 1, [1] = {2745, 0.5}, [8] = {3951, 0.5}},
  [95672] = {t = 1, [6] = {3506, 0.625}, [5] = {3506, 0.875}},
  [95674] = {t = 1, [4] = {2664, 0.5}, [3] = {3997, 0.5}},
  [95675] = {t = 1, [5] = {2745, 0.1}, [4] = {3951, 0.4}},
  [95676] = {t = 3, [5] = {3610, 0}, [8] = {3332, 0}},
  [95677] = {t = 2, [8] = {6666, 0}},
  [95678] = {t = 1, [4] = {3332, 0.25}, [7] = {3610, 0.25}},
  [95679] = {t = 1, [5] = {3711, 0.5}, [4] = {3161, 0.5}},
  [95680] = {t = 2, [6] = {3559, 0.25}, [4] = {3418, 0.25}},
  [95682] = {t = 2, [6] = {3559, 0.3}, [5] = {3418, 0.2}},
  [95683] = {t = 2, [5] = {3997, 0.25}, [6] = {2664, 0.25}},
  [95684] = {t = 3, [2] = {3905, 0}, [3] = {2827, 0}},
  [95685] = {t = 3, [5] = {3997, 0.25}, [4] = {2664, 0.25}},
  [95686] = {t = 4, [4] = {3761, 0.25}, [5] = {3076, 0.25}},
  [95687] = {t = 3, [2] = {3610, 0}, [8] = {3332, 0}},
  [95688] = {t = 3, [5] = {3858, 0}, [8] = {2909, 0}},
  [95689] = {t = 1, [1] = {3810, 0.6}, [5] = {2992, 0.9}},
  [95690] = {t = 2, [5] = {3506, 0.25}, [6] = {3506, 0.25}},
  [95691] = {t = 3, [8] = {3661, 0}, [5] = {3246, 0}},
  [95692] = {t = 3, [6] = {3161, 0.4}, [1] = {3711, 0.1}},
  [95693] = {t = 3, [1] = {3711, 0}, [6] = {3161, 0}},
  [95694] = {t = 1, [1] = {3506, 0.5}, [6] = {3506, 0.5}},
  [95695] = {t = 2, [1] = {3951, 0.25}, [6] = {2745, 0.25}},
  [95696] = {t = 2, [1] = {3661, 0.5}, [6] = {3246, 0.5}},
  [95697] = {t = 2, [1] = {3076, 0.25}, [5] = {3761, 0.25}},
  [95698] = {t = 4, [8] = {3810, 0.25}, [4] = {2992, 0.25}},
  [95699] = {t = 3, [8] = {3506, 0.25}, [4] = {3506, 0.25}},
  [95700] = {t = 2, [8] = {3506, 0.25}, [6] = {3506, 0.25}},
  [95701] = {t = 2, [6] = {3246, 0.25}, [8] = {3661, 0.25}},
  [95702] = {t = 2, [2] = {3506, 0.5}, [3] = {3506, 0.5}},
  [95703] = {t = 1, [2] = {3506, 0.5}, [8] = {3506, 0.5}},
  [95704] = {t = 3, [5] = {3418, 0}, [4] = {3559, 0}},
  [95705] = {t = 3, [2] = {3951, 0}, [3] = {2745, 0}},
  [95706] = {t = 2, [4] = {3559, 0.3}, [5] = {3418, 0.2}},
  [95707] = {t = 2, [1] = {3418, 0.25}, [5] = {3559, 0.25}},
  [95709] = {t = 3, [4] = {3506, 0}, [5] = {3506, 0}},
  [95710] = {t = 3, [4] = {3661, 0.25}, [5] = {3246, 0.25}},
  [95711] = {t = 2, [6] = {6667, 0}},
  [95712] = {t = 2, [1] = {6667, 0}},
  [95713] = {t = 1, [1] = {3711, 0.6}, [5] = {3161, 0.9}},
  [95714] = {t = 2, [1] = {3559, 0.5}, [8] = {3418, 0.5}},
  [95715] = {t = 1, [1] = {3905, 0.5}, [8] = {2827, 0.5}},
  [95716] = {t = 2, [1] = {3506, 0.3}, [8] = {3506, 0.2}},
  [95717] = {t = 3, [8] = {3559, 0.25}, [5] = {3418, 0.25}},
  [95718] = {t = 2, [4] = {3761, 0.5}, [6] = {3076, 0.5}},
  [95719] = {t = 1, [6] = {2992, 0.5}, [8] = {3810, 0.5}},
  [95720] = {t = 1, [6] = {2909, 0.1}, [1] = {3858, 0.4}},
  [95721] = {t = 2, [6] = {3905, 0.5}, [7] = {2827, 0.5}},
  [95722] = {t = 2, [1] = {3161, 0}, [8] = {3711, 0}},
  [95723] = {t = 1, [1] = {3997, 0.625}, [6] = {2664, 0.875}},
  [95724] = {t = 1, [5] = {3246, 0.5}, [4] = {3661, 0.5}},
  [95725] = {t = 2, [7] = {2664, 0.25}, [3] = {3997, 0.25}},
  [95726] = {t = 2, [4] = {6667, 0}},
  [95727] = {t = 2, [7] = {6666, 0}},
  [95728] = {t = 1, [5] = {3711, 0.25}, [6] = {3161, 0.25}},
  [95729] = {t = 1, [4] = {3905, 0.5}, [5] = {2827, 0.5}},
  [95730] = {t = 2, [5] = {3711, 0.5}, [6] = {3161, 0.5}},
  [95731] = {t = 1, [5] = {3661, 0.5}, [6] = {3246, 0.5}},
  [95733] = {t = 1, [7] = {3076, 0.5}, [6] = {3761, 0.5}},
  [95734] = {t = 2, [3] = {3661, 0.3}, [2] = {3246, 0.2}},
  [95735] = {t = 2, [2] = {3418, 0.6}, [3] = {3559, 0.4}},
  [95736] = {t = 3, [2] = {3997, 0.25}, [3] = {2664, 0.25}},
  [95737] = {t = 3, [4] = {3610, 0.4}, [2] = {3332, 0.1}},
  [95738] = {t = 2, [4] = {3076, 0.6}, [6] = {3761, 0.4}},
  [95739] = {t = 1, [8] = {2664, 0.5}, [5] = {3997, 0.5}},
  [95740] = {t = 2, [8] = {3610, 0.25}, [5] = {3332, 0.25}},
  [95741] = {t = 3, [6] = {3610, 0.25}, [5] = {3332, 0.25}},
  [95742] = {t = 3, [1] = {3951, 0.4}, [5] = {2745, 0.1}},
  [95743] = {t = 4, [1] = {3761, 0.25}, [5] = {3076, 0.25}},
  [95744] = {t = 2, [1] = {3761, 0.3}, [5] = {3076, 0.2}},
  [95745] = {t = 3, [1] = {3951, 0}, [6] = {2745, 0}},
  [95746] = {t = 2, [1] = {3858, 0.6}, [8] = {2909, 0.4}},
  [95747] = {t = 1, [5] = {3246, 0.5}, [6] = {3661, 0.5}},
  [95749] = {t = 2, [5] = {2992, 0.6}, [8] = {3810, 0.4}},
  [95750] = {t = 3, [8] = {3858, 0}, [6] = {2909, 0}},
  [95751] = {t = 2, [6] = {3506, 0.6}, [5] = {3506, 0.4}},
  [95752] = {t = 2, [4] = {2992, 0.6}, [6] = {3810, 0.4}},
  [95753] = {t = 1, [2] = {3418, 0.5}, [3] = {3559, 0.5}},
  [95754] = {t = 2, [2] = {3418, 0.25}, [3] = {3559, 0.25}},
  [95755] = {t = 3, [5] = {3711, 0.25}, [7] = {3161, 0.25}},
  [95756] = {t = 3, [6] = {3810, 0.4}, [4] = {2992, 0.1}},
  [95757] = {t = 2, [5] = {6667, 0}},
  [95758] = {t = 4, [3] = {2992, 0.25}, [2] = {3810, 0.25}},
  [95759] = {t = 1, [5] = {3610, 0.5}, [6] = {3332, 0.5}},
  [95760] = {t = 2, [1] = {3810, 0.6}, [5] = {2992, 0.4}},
  [95761] = {t = 1, [1] = {3506, 0.5}, [5] = {3506, 0.5}},
  [95762] = {t = 3, [5] = {3559, 0}, [6] = {3418, 0}},
  [95763] = {t = 2, [1] = {6667, 0}},
  [95764] = {t = 1, [1] = {3761, 0.5}, [5] = {3076, 0.5}},
  [95765] = {t = 1, [8] = {3418, 0.75}, [6] = {3559, 0.75}},
  [95766] = {t = 3, [1] = {3418, 0}, [6] = {3559, 0}},
  [95767] = {t = 2, [1] = {3997, 0.25}, [6] = {2664, 0.25}},
  [95768] = {t = 3, [8] = {3559, 0.4}, [2] = {3418, 0.1}},
  [95769] = {t = 3, [5] = {3761, 0.4}, [6] = {3076, 0.1}},
  [95770] = {t = 4, [7] = {2992, 0.25}, [6] = {3810, 0.25}},
  [95771] = {t = 1, [8] = {3506, 0.625}, [6] = {3506, 0.875}},
  [95772] = {t = 2, [5] = {6667, 0}},
  [95773] = {t = 3, [6] = {3711, 0.25}, [1] = {3161, 0.25}},
  [95774] = {t = 4, [8] = {3506, 0.25}, [6] = {3506, 0.25}},
  [95775] = {t = 1, [5] = {2827, 0.5}, [8] = {3905, 0.5}},
  [95776] = {t = 2, [1] = {3610, 0.6}, [5] = {3332, 0.4}},
  [95777] = {t = 1, [1] = {3610, 0.5}, [8] = {3332, 0.5}},
  [95778] = {t = 1, [6] = {3076, 0.625}, [5] = {3761, 0.875}},
  [95779] = {t = 2, [2] = {6666, 0}},
  [95780] = {t = 4, [6] = {3997, 0.25}, [4] = {2664, 0.25}},
  [95781] = {t = 1, [4] = {3418, 0.25}, [6] = {3559, 0.25}},
  [95782] = {t = 2, [1] = {3332, 0.5}, [5] = {3610, 0.5}},
  [95783] = {t = 1, [1] = {3761, 0.5}, [8] = {3076, 0.5}},
  [95784] = {t = 2, [4] = {3076, 0.3}, [6] = {3761, 0.2}},
  [95785] = {t = 3, [8] = {2909, 0.4}, [5] = {3858, 0.1}},
  [95786] = {t = 3, [1] = {3951, 0.25}, [6] = {2745, 0.25}},
  [95787] = {t = 2, [5] = {3506, 0.3}, [8] = {3506, 0.2}},
  [95788] = {t = 1, [1] = {3506, 0.5}, [6] = {3506, 0.5}},
  [95789] = {t = 2, [5] = {3905, 0.6}, [6] = {2827, 0.4}},
  [95790] = {t = 4, [7] = {3506, 0.25}, [8] = {3506, 0.25}},
  [95791] = {t = 4, [5] = {3246, 0.25}, [6] = {3661, 0.25}},
  [95792] = {t = 1, [1] = {3506, 0.5}, [6] = {3506, 0.5}},
  [95793] = {t = 3, [1] = {3332, 0.25}, [5] = {3610, 0.25}},
  [95794] = {t = 3, [8] = {2827, 0.4}, [1] = {3905, 0.1}},
  [95795] = {t = 1, [6] = {3761, 0.1}, [8] = {3076, 0.4}},
  [95797] = {t = 2, [1] = {3506, 0.5}, [6] = {3506, 0.5}},
  [95798] = {t = 2, [5] = {3905, 0.3}, [6] = {2827, 0.2}},
  [95800] = {t = 3, [2] = {3506, 0.25}, [7] = {3506, 0.25}},
  [95801] = {t = 2, [1] = {3905, 0.25}, [5] = {2827, 0.25}},
  [95803] = {t = 1, [7] = {3506, 0.1}, [6] = {3506, 0.4}},
  [95804] = {t = 1, [5] = {3332, 0.5}, [8] = {3610, 0.5}},
  [95805] = {t = 1, [5] = {3506, 0.7}, [6] = {3506, 0.8}},
  [95806] = {t = 1, [4] = {2664, 0.625}, [8] = {3997, 0.875}},
  [95807] = {t = 1, [5] = {3997, 0.7}, [6] = {2664, 0.8}},
  [95808] = {t = 1, [2] = {3761, 0.7}, [8] = {3076, 0.8}},
  [95809] = {t = 1, [8] = {2664, 0.1}, [5] = {3997, 0.4}},
  [95810] = {t = 3, [3] = {3761, 0.4}, [8] = {3076, 0.1}},
  [95812] = {t = 1, [4] = {2664, 0.7}, [5] = {3997, 0.8}},
  [95813] = {t = 2, [1] = {3997, 0.6}, [8] = {2664, 0.4}},
  [95815] = {t = 4, [1] = {3997, 0.25}, [6] = {2664, 0.25}},
  [95816] = {t = 3, [1] = {3997, 0.5}, [6] = {2664, 0.5}},
  [95818] = {t = 3, [5] = {3810, 0.25}, [6] = {2992, 0.25}},
  [95819] = {t = 2, [1] = {3858, 0.6}, [8] = {2909, 0.4}},
  [95820] = {t = 1, [8] = {2827, 0.7}, [1] = {3905, 0.8}},
  [95821] = {t = 1, [1] = {3506, 0.5}, [6] = {3506, 0.5}},
  [95825] = {t = 1, [7] = {3761, 0.75}, [6] = {3076, 0.75}},
  [95826] = {t = 2, [4] = {3761, 0.3}, [5] = {3076, 0.2}},
  [95827] = {t = 1, [4] = {3559, 0.5}, [6] = {3418, 1}},
  [95828] = {t = 1, [5] = {3810, 0.75}, [8] = {2992, 0.25}},
  [95829] = {t = 2, [7] = {3076, 0.5}, [8] = {3761, 0.5}},
  [95830] = {t = 1, [2] = {3418, 0.75}, [3] = {3559, 0.75}},
  [95831] = {t = 2, [7] = {2664, 0.3}, [2] = {3997, 0.2}},
  [95832] = {t = 1, [7] = {2664, 1}, [8] = {3997, 0.5}},
  [95833] = {t = 1, [4] = {2909, 0.75}, [3] = {3858, 0.25}},
  [95834] = {t = 2, [4] = {3506, 0.5}, [8] = {3506, 0.5}},
  [95835] = {t = 1, [7] = {3559, 0.75}, [8] = {3418, 0.75}},
  [95836] = {t = 2, [5] = {3610, 0.3}, [7] = {3332, 0.2}},
  [95837] = {t = 1, [4] = {3506, 0.75}, [6] = {3506, 0.75}},
  [95838] = {t = 1, [8] = {3559, 0.75}, [6] = {3418, 0.25}},
  [95839] = {t = 2, [4] = {3161, 0.5}, [5] = {3711, 0.5}},
  [95840] = {t = 2, [6] = {3246, 0.3}, [1] = {3661, 0.2}},
  [95841] = {t = 1, [8] = {3161, 0.75}, [1] = {3711, 0.75}},
  [95842] = {t = 1, [1] = {3610, 0.75}, [6] = {3332, 0.25}},
  [95843] = {t = 1, [6] = {3506, 0.75}, [5] = {3506, 0.75}},
  [95844] = {t = 2, [1] = {3559, 0.5}, [8] = {3418, 0.5}},
  [95845] = {t = 2, [8] = {3610, 0.3}, [5] = {3332, 0.2}},
  [95846] = {t = 1, [6] = {3332, 0.75}, [1] = {3610, 0.75}},
  [95847] = {t = 1, [6] = {3161, 0.75}, [5] = {3711, 0.25}},
  [95848] = {t = 1, [8] = {3661, 0.75}, [1] = {3246, 0.75}},
  [95849] = {t = 2, [6] = {3610, 0.5}, [5] = {3332, 0.5}},
  [95850] = {t = 1, [7] = {3332, 0.75}, [5] = {3610, 0.75}},
  [95851] = {t = 2, [7] = {3506, 0.3}, [6] = {3506, 0.2}},
  [95852] = {t = 1, [5] = {3559, 0.75}, [8] = {3418, 0.75}},
  [95853] = {t = 1, [4] = {3506, 0.75}, [6] = {3506, 0.25}},
  [95854] = {t = 2, [4] = {2745, 0.5}, [5] = {3951, 0.5}},
  [95858] = {t = 1, [8] = {3661, 0}, [5] = {3246, 0}},
  [95859] = {t = 1, [8] = {3905, 0.25}, [6] = {2827, 0.25}},
  [95860] = {t = 4, [6] = {3761, 0.25}, [7] = {3076, 0.25}},
  [95861] = {t = 4, [8] = {2827, 0.25}, [7] = {3905, 0.25}},
  [95862] = {t = 1, [5] = {3076, 0.1}, [8] = {3761, 0.4}},
  [95863] = {t = 2, [4] = {2827, 0.2}, [6] = {3905, 0.3}},
  [95864] = {t = 2, [1] = {3810, 0.25}, [6] = {2992, 0.25}},
  [95865] = {t = 2, [6] = {3506, 0.25}, [5] = {3506, 0.25}},
  [95866] = {t = 4, [4] = {3559, 0.25}, [5] = {3418, 0.25}},
  [95867] = {t = 4, [1] = {2745, 0.25}, [8] = {3951, 0.25}},
  [95868] = {t = 2, [6] = {3997, 0.25}, [7] = {2664, 0.25}},
  [95869] = {t = 2, [6] = {3332, 0.25}, [8] = {3610, 0.25}},
  [95870] = {t = 2, [6] = {2664, 0.25}, [8] = {3997, 0.25}},
  [95871] = {t = 2, [5] = {3418, 0.25}, [8] = {3559, 0.25}},
  [95872] = {t = 2, [8] = {3418, 0.25}, [6] = {3559, 0.25}},
  [95873] = {t = 2, [6] = {3610, 0.25}, [8] = {3332, 0.25}},
  [95874] = {t = 2, [3] = {3997, 0.25}, [7] = {2664, 0.25}},
  [95875] = {t = 1, [5] = {3246, 0.1}, [6] = {3661, 0.4}},
  [95876] = {t = 4, [4] = {2827, 0.25}, [8] = {3905, 0.25}},
  [95877] = {t = 1, [8] = {3711, 0.1}, [7] = {3161, 0.4}},
  [95878] = {t = 3, [3] = {3905, 0.4}, [2] = {2827, 0.1}},
  [95882] = {t = 1, [7] = {3559, 0.75}, [8] = {3418, 0.75}},
  [95883] = {t = 2, [5] = {3610, 0.3}, [7] = {3332, 0.2}},
  [95884] = {t = 1, [4] = {3506, 0.75}, [6] = {3506, 0.75}},
  [95885] = {t = 1, [8] = {3559, 0.75}, [6] = {3418, 0.25}},
  [95886] = {t = 2, [4] = {3161, 0.5}, [5] = {3711, 0.5}},
  [95890] = {t = 2, [8] = {3610, 0.3}, [5] = {3332, 0.2}},
  [95891] = {t = 1, [6] = {3332, 0.75}, [4] = {3610, 0.75}},
  [95892] = {t = 1, [6] = {3161, 0.75}, [5] = {3711, 0.25}},
  [95893] = {t = 1, [8] = {3661, 0.75}, [4] = {3246, 0.75}},
  [95894] = {t = 2, [6] = {3610, 0.5}, [5] = {3332, 0.5}},
  [95895] = {t = 1, [7] = {3559, 0.75}, [8] = {3418, 0.75}},
  [95896] = {t = 2, [5] = {3610, 0.3}, [7] = {3332, 0.2}},
  [95897] = {t = 1, [4] = {3506, 0.75}, [6] = {3506, 0.75}},
  [95898] = {t = 1, [8] = {3559, 0.75}, [6] = {3418, 0.25}},
  [95899] = {t = 2, [4] = {3161, 0.5}, [5] = {3711, 0.5}},
  [95900] = {t = 2, [6] = {3246, 0.3}, [1] = {3661, 0.2}},
  [95901] = {t = 1, [8] = {3161, 0.75}, [1] = {3711, 0.75}},
  [95902] = {t = 1, [1] = {3610, 0.75}, [6] = {3332, 0.25}},
  [95903] = {t = 1, [6] = {3506, 0.75}, [5] = {3506, 0.75}},
  [95904] = {t = 2, [1] = {3559, 0.5}, [8] = {3418, 0.5}},
  [95905] = {t = 1, [7] = {3332, 0.75}, [5] = {3610, 0.75}},
  [95906] = {t = 2, [7] = {3506, 0.3}, [6] = {3506, 0.2}},
  [95907] = {t = 1, [5] = {3559, 0.75}, [8] = {3418, 0.75}},
  [95908] = {t = 1, [4] = {3506, 0.75}, [6] = {3506, 0.25}},
  [95909] = {t = 2, [4] = {2745, 0.5}, [5] = {3951, 0.5}},
  [95910] = {t = 1, [7] = {3761, 0.75}, [6] = {3076, 0.75}},
  [95911] = {t = 2, [4] = {3761, 0.3}, [5] = {3076, 0.2}},
  [95912] = {t = 1, [4] = {3559, 0.5}, [6] = {3418, 1}},
  [95913] = {t = 1, [5] = {3810, 0.75}, [8] = {2992, 0.25}},
  [95914] = {t = 2, [7] = {3076, 0.5}, [8] = {3761, 0.5}},
  [95915] = {t = 1, [6] = {3506, 0.75}, [5] = {3506, 0.75}},
  [95916] = {t = 2, [6] = {3246, 0.3}, [1] = {3661, 0.2}},
  [95917] = {t = 1, [8] = {3161, 0.75}, [1] = {3711, 0.75}},
  [95918] = {t = 1, [1] = {3610, 0.75}, [6] = {3332, 0.25}},
  [95919] = {t = 2, [1] = {3559, 0.5}, [8] = {3418, 0.5}},
  [95920] = {t = 1, [2] = {3418, 0.75}, [3] = {3559, 0.75}},
  [95921] = {t = 2, [7] = {2664, 0.3}, [2] = {3997, 0.2}},
  [95922] = {t = 1, [7] = {2664, 1}, [8] = {3997, 0.5}},
  [95923] = {t = 1, [4] = {2909, 0.75}, [3] = {3858, 0.25}},
  [95924] = {t = 2, [4] = {3506, 0.5}, [8] = {3506, 0.5}},
  [95925] = {t = 2, [6] = {3246, 0.3}, [1] = {3661, 0.2}},
  [95926] = {t = 1, [8] = {3161, 0.75}, [1] = {3711, 0.75}},
  [95927] = {t = 1, [1] = {3610, 0.75}, [6] = {3332, 0.25}},
  [95928] = {t = 1, [6] = {3506, 0.75}, [5] = {3506, 0.75}},
  [95929] = {t = 2, [1] = {3559, 0.5}, [8] = {3418, 0.5}},
  [95930] = {t = 2, [8] = {3610, 0.3}, [5] = {3332, 0.2}},
  [95931] = {t = 1, [6] = {3332, 0.75}, [1] = {3610, 0.75}},
  [95932] = {t = 1, [6] = {3161, 0.75}, [5] = {3711, 0.25}},
  [95933] = {t = 1, [8] = {3661, 0.75}, [1] = {3246, 0.75}},
  [95934] = {t = 2, [6] = {3610, 0.5}, [5] = {3332, 0.5}},
  [95935] = {t = 1, [7] = {3559, 0.75}, [8] = {3418, 0.75}},
  [95936] = {t = 2, [5] = {3610, 0.3}, [7] = {3332, 0.2}},
  [95937] = {t = 1, [4] = {3506, 0.75}, [6] = {3506, 0.75}},
  [95938] = {t = 1, [8] = {3559, 0.75}, [6] = {3418, 0.25}},
  [95939] = {t = 2, [4] = {3161, 0.5}, [5] = {3711, 0.5}},
  [95940] = {t = 1, [6] = {3506, 0.75}, [5] = {3506, 0.75}},
  [95941] = {t = 2, [6] = {3246, 0.3}, [1] = {3661, 0.2}},
  [95942] = {t = 1, [8] = {3161, 0.75}, [1] = {3711, 0.75}},
  [95943] = {t = 1, [1] = {3610, 0.75}, [6] = {3332, 0.25}},
  [95944] = {t = 2, [1] = {3559, 0.5}, [8] = {3418, 0.5}},
  [95945] = {t = 1, [7] = {3559, 0.75}, [8] = {3418, 0.75}},
  [95946] = {t = 2, [5] = {3610, 0.3}, [7] = {3332, 0.2}},
  [95947] = {t = 1, [4] = {3506, 0.75}, [6] = {3506, 0.75}},
  [95948] = {t = 1, [8] = {3559, 0.75}, [6] = {3418, 0.25}},
  [95949] = {t = 2, [4] = {3161, 0.5}, [5] = {3711, 0.5}},
  [95950] = {t = 1, [8] = {3661, 0.75}, [1] = {3246, 0.75}},
  [95951] = {t = 2, [8] = {3610, 0.3}, [5] = {3332, 0.2}},
  [95952] = {t = 1, [6] = {3332, 0.75}, [1] = {3610, 0.75}},
  [95953] = {t = 1, [6] = {3161, 0.75}, [5] = {3711, 0.25}},
  [95954] = {t = 2, [6] = {3610, 0.5}, [5] = {3332, 0.5}},
  [95958] = {t = 3, [6] = {3418, 0.25}, [5] = {3559, 0.25}},
  [95959] = {t = 2, [7] = {2827, 0}, [5] = {3905, 0}},
  [95960] = {t = 2, [7] = {3506, 0}, [6] = {3506, 0}},
  [95961] = {t = 2, [4] = {2992, 0.25}, [5] = {3810, 0.25}},
  [95962] = {t = 2, [1] = {3997, 0.25}, [8] = {2664, 0.25}},
  [95963] = {t = 2, [4] = {2909, 0}, [8] = {3858, 0}},
  [95964] = {t = 3, [4] = {3661, 0.25}, [6] = {3246, 0.25}},
  [95965] = {t = 2, [6] = {3332, 0}, [8] = {3610, 0}},
  [95966] = {t = 2, [1] = {3711, 0}, [6] = {3161, 0}},
  [95967] = {t = 2, [8] = {3506, 0}, [5] = {3506, 0}},
  [95968] = {t = 2, [6] = {3506, 0}, [8] = {3506, 0}},
  [95969] = {t = 3, [1] = {3711, 0.25}, [8] = {3161, 0.25}},
  [95970] = {t = 2, [6] = {3076, 0.25}, [5] = {3761, 0.25}},
  [95971] = {t = 2, [6] = {2827, 0.25}, [5] = {3905, 0.25}},
  [95972] = {t = 2, [4] = {3076, 0.25}, [8] = {3761, 0.25}},
  [95973] = {t = 2, [6] = {3161, 0.25}, [5] = {3711, 0.25}},
  [95974] = {t = 2, [8] = {3506, 0.25}, [5] = {3506, 0.25}},
  [95975] = {t = 2, [5] = {3559, 0.25}, [4] = {3418, 0.25}},
  [95976] = {t = 2, [2] = {2992, 0.25}, [8] = {3810, 0.25}},
  [95977] = {t = 3, [4] = {3761, 0.25}, [8] = {3076, 0.25}},
  [95978] = {t = 2, [6] = {3951, 0}, [4] = {2745, 0}},
  [95979] = {t = 2, [8] = {3559, 0}, [7] = {3418, 0}},
  [95980] = {t = 3, [3] = {3997, 0.25}, [7] = {2664, 0.25}},
  [95981] = {t = 2, [8] = {3610, 0.3}, [5] = {3332, 0.2}},
  [95982] = {t = 1, [6] = {3332, 0.75}, [4] = {3610, 0.75}},
  [95983] = {t = 1, [6] = {3161, 0.75}, [5] = {3711, 0.25}},
  [95984] = {t = 1, [8] = {3661, 0.75}, [4] = {3246, 0.75}},
  [95985] = {t = 2, [6] = {3610, 0.5}, [5] = {3332, 0.5}},
  [95986] = {t = 1, [4] = {3559, 0.5}, [6] = {3418, 1}},
  [95987] = {t = 1, [7] = {3761, 0.75}, [6] = {3076, 0.75}},
  [95988] = {t = 2, [4] = {3761, 0.3}, [5] = {3076, 0.2}},
  [95989] = {t = 1, [5] = {3810, 0.75}, [8] = {2992, 0.25}},
  [95990] = {t = 2, [7] = {3076, 0.5}, [8] = {3761, 0.5}},
  [95991] = {t = 1, [2] = {3418, 0.75}, [3] = {3559, 0.75}},
  [95992] = {t = 2, [7] = {2664, 0.3}, [2] = {3997, 0.2}},
  [95993] = {t = 1, [7] = {2664, 1}, [8] = {3997, 0.5}},
  [95994] = {t = 1, [4] = {2909, 0.75}, [3] = {3858, 0.25}},
  [95995] = {t = 2, [4] = {3506, 0.5}, [8] = {3506, 0.5}},
  [95996] = {t = 3, [8] = {3506, 0}, [6] = {3506, 0}},
  [95997] = {t = 2, [7] = {6667, 0}},
  [95998] = {t = 1, [6] = {3246, 0.5}, [8] = {3661, 1}},
  [95999] = {t = 1, [7] = {3246, 0.5}, [6] = {3661, 0.5}},
  [96000] = {t = 2, [7] = {2909, 0.25}, [6] = {3858, 0.25}},
  [96001] = {t = 2, [6] = {3418, 0.5}, [8] = {3559, 0.5}},
  [96002] = {t = 1, [4] = {3610, 0.5}, [8] = {3332, 0.5}},
  [96004] = {t = 4, [4] = {3951, 0.25}, [7] = {2745, 0.25}},
  [96005] = {t = 3, [7] = {3161, 0}, [2] = {3711, 0}},
  [96006] = {t = 2, [4] = {3610, 0.25}, [8] = {3332, 0.25}},
  [96007] = {t = 1, [4] = {2745, 0.5}, [8] = {3951, 0.5}},
  [96008] = {t = 2, [4] = {3332, 0.2}, [5] = {3610, 0.3}},
  [96009] = {t = 1, [8] = {3810, 0.5}, [1] = {2992, 0.5}},
  [96010] = {t = 3, [4] = {3246, 0}, [5] = {3661, 0}},
  [96011] = {t = 3, [5] = {2909, 0}, [1] = {3858, 0}},
  [96012] = {t = 4, [1] = {3161, 0.25}, [5] = {3711, 0.25}},
  [96014] = {t = 3, [1] = {3076, 0}, [5] = {3761, 0}},
  [96015] = {t = 2, [1] = {3858, 0.3}, [6] = {2909, 0.2}},
  [96016] = {t = 1, [5] = {2745, 0.5}, [8] = {3951, 0.5}},
  [96017] = {t = 3, [4] = {3858, 0}, [6] = {2909, 0}},
  [96018] = {t = 3, [6] = {3661, 0}, [7] = {3246, 0}},
  [96019] = {t = 1, [4] = {3610, 0.1}, [8] = {3332, 0.4}},
  [96020] = {t = 3, [6] = {3418, 0}, [5] = {3559, 0}},
  [96021] = {t = 1, [6] = {3810, 0.5}, [8] = {2992, 0.5}},
  [96022] = {t = 3, [6] = {3761, 0}, [7] = {3076, 0}},
  [96023] = {t = 1, [6] = {2992, 0.5}, [8] = {3810, 0.5}},
  [96024] = {t = 1, [3] = {3506, 0.625}, [2] = {3506, 0.875}},
  [96025] = {t = 3, [4] = {3506, 0}, [8] = {3506, 0}},
  [96026] = {t = 2, [6] = {6667, 0}},
  [96027] = {t = 1, [5] = {3661, 0.4}, [6] = {3246, 1.1}},
  [96028] = {t = 3, [1] = {3506, 0}, [6] = {3506, 0}},
  [96029] = {t = 1, [4] = {3161, 0.1}, [6] = {3711, 0.4}},
  [96030] = {t = 3, [1] = {2992, 0}, [8] = {3810, 0}},
  [96031] = {t = 3, [1] = {3997, 0}, [8] = {2664, 0}},
  [96032] = {t = 4, [5] = {3559, 0.25}, [6] = {3418, 0.25}},
  [96033] = {t = 1, [8] = {3332, 0.5}, [5] = {3610, 0.5}},
  [96034] = {t = 2, [1] = {3905, 0.25}, [6] = {2827, 0.25}},
  [96035] = {t = 1, [8] = {3506, 0.5}, [5] = {3506, 0.5}},
  [96037] = {t = 2, [8] = {6667, 0}},
  [96038] = {t = 4, [5] = {3506, 0.25}, [8] = {3506, 0.25}},
  [96039] = {t = 2, [1] = {3810, 0.3}, [5] = {2992, 0.2}},
  [96040] = {t = 1, [5] = {3661, 0.5}, [4] = {3246, 0.5}},
  [96041] = {t = 2, [4] = {6667, 0}},
  [96042] = {t = 4, [1] = {3810, 0.25}, [8] = {2992, 0.25}},
  [96043] = {t = 1, [1] = {2745, 0.5}, [8] = {3951, 0.5}},
  [96044] = {t = 1, [6] = {3506, 0.625}, [5] = {3506, 0.875}},
  [96046] = {t = 1, [4] = {2664, 0.5}, [3] = {3997, 0.5}},
  [96047] = {t = 1, [5] = {2745, 0.1}, [4] = {3951, 0.4}},
  [96048] = {t = 3, [5] = {3610, 0}, [8] = {3332, 0}},
  [96049] = {t = 2, [8] = {6666, 0}},
  [96050] = {t = 1, [4] = {3332, 0.25}, [7] = {3610, 0.25}},
  [96051] = {t = 1, [5] = {3711, 0.5}, [4] = {3161, 0.5}},
  [96052] = {t = 2, [6] = {3559, 0.25}, [4] = {3418, 0.25}},
  [96054] = {t = 2, [6] = {3559, 0.3}, [5] = {3418, 0.2}},
  [96055] = {t = 2, [5] = {3997, 0.25}, [6] = {2664, 0.25}},
  [96056] = {t = 3, [2] = {3905, 0}, [3] = {2827, 0}},
  [96057] = {t = 3, [5] = {3997, 0.25}, [4] = {2664, 0.25}},
  [96058] = {t = 4, [4] = {3761, 0.25}, [5] = {3076, 0.25}},
  [96059] = {t = 3, [2] = {3610, 0}, [8] = {3332, 0}},
  [96060] = {t = 3, [5] = {3858, 0}, [8] = {2909, 0}},
  [96061] = {t = 1, [1] = {3810, 0.6}, [5] = {2992, 0.9}},
  [96062] = {t = 2, [5] = {3506, 0.25}, [6] = {3506, 0.25}},
  [96063] = {t = 3, [8] = {3661, 0}, [5] = {3246, 0}},
  [96064] = {t = 3, [6] = {3161, 0.4}, [1] = {3711, 0.1}},
  [96065] = {t = 3, [1] = {3711, 0}, [6] = {3161, 0}},
  [96066] = {t = 1, [1] = {3506, 0.5}, [6] = {3506, 0.5}},
  [96067] = {t = 2, [1] = {3951, 0.25}, [6] = {2745, 0.25}},
  [96068] = {t = 2, [1] = {3661, 0.5}, [6] = {3246, 0.5}},
  [96069] = {t = 2, [1] = {3076, 0.25}, [5] = {3761, 0.25}},
  [96070] = {t = 4, [8] = {3810, 0.25}, [4] = {2992, 0.25}},
  [96071] = {t = 3, [8] = {3506, 0.25}, [4] = {3506, 0.25}},
  [96072] = {t = 2, [8] = {3506, 0.25}, [6] = {3506, 0.25}},
  [96073] = {t = 2, [6] = {3246, 0.25}, [8] = {3661, 0.25}},
  [96074] = {t = 2, [2] = {3506, 0.5}, [3] = {3506, 0.5}},
  [96075] = {t = 1, [2] = {3506, 0.5}, [8] = {3506, 0.5}},
  [96076] = {t = 3, [5] = {3418, 0}, [4] = {3559, 0}},
  [96077] = {t = 3, [2] = {3951, 0}, [3] = {2745, 0}},
  [96078] = {t = 2, [4] = {3559, 0.3}, [5] = {3418, 0.2}},
  [96079] = {t = 2, [1] = {3418, 0.25}, [5] = {3559, 0.25}},
  [96081] = {t = 3, [4] = {3506, 0}, [5] = {3506, 0}},
  [96082] = {t = 3, [4] = {3661, 0.25}, [5] = {3246, 0.25}},
  [96083] = {t = 2, [6] = {6667, 0}},
  [96084] = {t = 2, [1] = {6667, 0}},
  [96085] = {t = 1, [1] = {3711, 0.6}, [5] = {3161, 0.9}},
  [96086] = {t = 2, [1] = {3559, 0.5}, [8] = {3418, 0.5}},
  [96087] = {t = 1, [1] = {3905, 0.5}, [8] = {2827, 0.5}},
  [96088] = {t = 2, [1] = {3506, 0.3}, [8] = {3506, 0.2}},
  [96089] = {t = 3, [8] = {3559, 0.25}, [5] = {3418, 0.25}},
  [96090] = {t = 2, [4] = {3761, 0.5}, [6] = {3076, 0.5}},
  [96091] = {t = 1, [6] = {2992, 0.5}, [8] = {3810, 0.5}},
  [96092] = {t = 1, [6] = {2909, 0.1}, [1] = {3858, 0.4}},
  [96093] = {t = 2, [6] = {3905, 0.5}, [7] = {2827, 0.5}},
  [96094] = {t = 2, [1] = {3161, 0}, [8] = {3711, 0}},
  [96095] = {t = 1, [1] = {3997, 0.625}, [6] = {2664, 0.875}},
  [96096] = {t = 1, [5] = {3246, 0.5}, [4] = {3661, 0.5}},
  [96097] = {t = 2, [7] = {2664, 0.25}, [3] = {3997, 0.25}},
  [96098] = {t = 2, [4] = {6667, 0}},
  [96099] = {t = 2, [7] = {6666, 0}},
  [96100] = {t = 1, [5] = {3711, 0.25}, [6] = {3161, 0.25}},
  [96101] = {t = 1, [4] = {3905, 0.5}, [5] = {2827, 0.5}},
  [96102] = {t = 2, [5] = {3711, 0.5}, [6] = {3161, 0.5}},
  [96103] = {t = 1, [5] = {3661, 0.5}, [6] = {3246, 0.5}},
  [96105] = {t = 1, [7] = {3076, 0.5}, [6] = {3761, 0.5}},
  [96106] = {t = 2, [3] = {3661, 0.3}, [2] = {3246, 0.2}},
  [96107] = {t = 2, [2] = {3418, 0.6}, [3] = {3559, 0.4}},
  [96108] = {t = 3, [2] = {3997, 0.25}, [3] = {2664, 0.25}},
  [96109] = {t = 3, [4] = {3610, 0.4}, [2] = {3332, 0.1}},
  [96110] = {t = 2, [4] = {3076, 0.6}, [6] = {3761, 0.4}},
  [96111] = {t = 1, [8] = {2664, 0.5}, [5] = {3997, 0.5}},
  [96112] = {t = 2, [8] = {3610, 0.25}, [5] = {3332, 0.25}},
  [96113] = {t = 3, [6] = {3610, 0.25}, [5] = {3332, 0.25}},
  [96114] = {t = 3, [1] = {3951, 0.4}, [5] = {2745, 0.1}},
  [96115] = {t = 4, [1] = {3761, 0.25}, [5] = {3076, 0.25}},
  [96116] = {t = 2, [1] = {3761, 0.3}, [5] = {3076, 0.2}},
  [96117] = {t = 3, [1] = {3951, 0}, [6] = {2745, 0}},
  [96118] = {t = 2, [1] = {3858, 0.6}, [8] = {2909, 0.4}},
  [96119] = {t = 1, [5] = {3246, 0.5}, [6] = {3661, 0.5}},
  [96121] = {t = 2, [5] = {2992, 0.6}, [8] = {3810, 0.4}},
  [96122] = {t = 3, [8] = {3858, 0}, [6] = {2909, 0}},
  [96123] = {t = 2, [6] = {3506, 0.6}, [5] = {3506, 0.4}},
  [96124] = {t = 2, [4] = {2992, 0.6}, [6] = {3810, 0.4}},
  [96125] = {t = 1, [2] = {3418, 0.5}, [3] = {3559, 0.5}},
  [96126] = {t = 2, [2] = {3418, 0.25}, [3] = {3559, 0.25}},
  [96127] = {t = 3, [5] = {3711, 0.25}, [7] = {3161, 0.25}},
  [96128] = {t = 3, [6] = {3810, 0.4}, [4] = {2992, 0.1}},
  [96129] = {t = 2, [5] = {6667, 0}},
  [96130] = {t = 4, [3] = {2992, 0.25}, [2] = {3810, 0.25}},
  [96131] = {t = 1, [5] = {3610, 0.5}, [6] = {3332, 0.5}},
  [96132] = {t = 2, [1] = {3810, 0.6}, [5] = {2992, 0.4}},
  [96133] = {t = 1, [1] = {3506, 0.5}, [5] = {3506, 0.5}},
  [96134] = {t = 3, [5] = {3559, 0}, [6] = {3418, 0}},
  [96135] = {t = 2, [1] = {6667, 0}},
  [96136] = {t = 1, [1] = {3761, 0.5}, [5] = {3076, 0.5}},
  [96137] = {t = 1, [8] = {3418, 0.75}, [6] = {3559, 0.75}},
  [96138] = {t = 3, [1] = {3418, 0}, [6] = {3559, 0}},
  [96139] = {t = 2, [1] = {3997, 0.25}, [6] = {2664, 0.25}},
  [96140] = {t = 3, [8] = {3559, 0.4}, [2] = {3418, 0.1}},
  [96141] = {t = 3, [5] = {3761, 0.4}, [6] = {3076, 0.1}},
  [96142] = {t = 4, [7] = {2992, 0.25}, [6] = {3810, 0.25}},
  [96143] = {t = 1, [8] = {3506, 0.625}, [6] = {3506, 0.875}},
  [96144] = {t = 2, [5] = {6667, 0}},
  [96145] = {t = 3, [6] = {3711, 0.25}, [1] = {3161, 0.25}},
  [96146] = {t = 4, [8] = {3506, 0.25}, [6] = {3506, 0.25}},
  [96147] = {t = 1, [5] = {2827, 0.5}, [8] = {3905, 0.5}},
  [96148] = {t = 2, [1] = {3610, 0.6}, [5] = {3332, 0.4}},
  [96149] = {t = 1, [1] = {3610, 0.5}, [8] = {3332, 0.5}},
  [96150] = {t = 1, [6] = {3076, 0.625}, [5] = {3761, 0.875}},
  [96151] = {t = 2, [2] = {6666, 0}},
  [96152] = {t = 4, [6] = {3997, 0.25}, [4] = {2664, 0.25}},
  [96153] = {t = 1, [4] = {3418, 0.25}, [6] = {3559, 0.25}},
  [96154] = {t = 2, [1] = {3332, 0.5}, [5] = {3610, 0.5}},
  [96155] = {t = 1, [1] = {3761, 0.5}, [8] = {3076, 0.5}},
  [96156] = {t = 2, [4] = {3076, 0.3}, [6] = {3761, 0.2}},
  [96157] = {t = 3, [8] = {2909, 0.4}, [5] = {3858, 0.1}},
  [96158] = {t = 3, [1] = {3951, 0.25}, [6] = {2745, 0.25}},
  [96159] = {t = 2, [5] = {3506, 0.3}, [8] = {3506, 0.2}},
  [96160] = {t = 1, [1] = {3506, 0.5}, [6] = {3506, 0.5}},
  [96161] = {t = 2, [5] = {3905, 0.6}, [6] = {2827, 0.4}},
  [96162] = {t = 4, [7] = {3506, 0.25}, [8] = {3506, 0.25}},
  [96163] = {t = 4, [5] = {3246, 0.25}, [6] = {3661, 0.25}},
  [96164] = {t = 1, [1] = {3506, 0.5}, [6] = {3506, 0.5}},
  [96165] = {t = 3, [1] = {3332, 0.25}, [5] = {3610, 0.25}},
  [96166] = {t = 3, [8] = {2827, 0.4}, [1] = {3905, 0.1}},
  [96167] = {t = 1, [6] = {3761, 0.1}, [8] = {3076, 0.4}},
  [96169] = {t = 2, [1] = {3506, 0.5}, [6] = {3506, 0.5}},
  [96170] = {t = 2, [5] = {3905, 0.3}, [6] = {2827, 0.2}},
  [96172] = {t = 3, [2] = {3506, 0.25}, [7] = {3506, 0.25}},
  [96173] = {t = 2, [1] = {3905, 0.25}, [5] = {2827, 0.25}},
  [96175] = {t = 1, [7] = {3506, 0.1}, [6] = {3506, 0.4}},
  [96176] = {t = 1, [5] = {3332, 0.5}, [8] = {3610, 0.5}},
  [96177] = {t = 1, [5] = {3506, 0.7}, [6] = {3506, 0.8}},
  [96178] = {t = 1, [4] = {2664, 0.625}, [8] = {3997, 0.875}},
  [96179] = {t = 1, [5] = {3997, 0.7}, [6] = {2664, 0.8}},
  [96180] = {t = 1, [2] = {3761, 0.7}, [8] = {3076, 0.8}},
  [96181] = {t = 1, [8] = {2664, 0.1}, [5] = {3997, 0.4}},
  [96182] = {t = 3, [3] = {3761, 0.4}, [8] = {3076, 0.1}},
  [96184] = {t = 1, [4] = {2664, 0.7}, [5] = {3997, 0.8}},
  [96185] = {t = 2, [1] = {3997, 0.6}, [8] = {2664, 0.4}},
  [96187] = {t = 4, [1] = {3997, 0.25}, [6] = {2664, 0.25}},
  [96188] = {t = 3, [1] = {3997, 0.5}, [6] = {2664, 0.5}},
  [96190] = {t = 3, [5] = {3810, 0.25}, [6] = {2992, 0.25}},
  [96191] = {t = 2, [1] = {3858, 0.6}, [8] = {2909, 0.4}},
  [96192] = {t = 1, [8] = {2827, 0.7}, [1] = {3905, 0.8}},
  [96193] = {t = 1, [1] = {3506, 0.5}, [6] = {3506, 0.5}},
  [96230] = {t = 1, [8] = {3661, 0}, [5] = {3246, 0}},
  [96231] = {t = 1, [8] = {3905, 0.25}, [6] = {2827, 0.25}},
  [96232] = {t = 4, [6] = {3761, 0.25}, [7] = {3076, 0.25}},
  [96233] = {t = 4, [8] = {2827, 0.25}, [7] = {3905, 0.25}},
  [96234] = {t = 1, [5] = {3076, 0.1}, [8] = {3761, 0.4}},
  [96235] = {t = 2, [4] = {2827, 0.2}, [6] = {3905, 0.3}},
  [96236] = {t = 2, [1] = {3810, 0.25}, [6] = {2992, 0.25}},
  [96237] = {t = 2, [6] = {3506, 0.25}, [5] = {3506, 0.25}},
  [96238] = {t = 4, [4] = {3559, 0.25}, [5] = {3418, 0.25}},
  [96239] = {t = 4, [1] = {2745, 0.25}, [8] = {3951, 0.25}},
  [96240] = {t = 2, [6] = {3997, 0.25}, [7] = {2664, 0.25}},
  [96241] = {t = 2, [6] = {3332, 0.25}, [8] = {3610, 0.25}},
  [96242] = {t = 2, [6] = {2664, 0.25}, [8] = {3997, 0.25}},
  [96243] = {t = 2, [5] = {3418, 0.25}, [8] = {3559, 0.25}},
  [96244] = {t = 2, [8] = {3418, 0.25}, [6] = {3559, 0.25}},
  [96245] = {t = 2, [6] = {3610, 0.25}, [8] = {3332, 0.25}},
  [96246] = {t = 2, [3] = {3997, 0.25}, [7] = {2664, 0.25}},
  [96247] = {t = 1, [5] = {3246, 0.1}, [6] = {3661, 0.4}},
  [96248] = {t = 4, [4] = {2827, 0.25}, [8] = {3905, 0.25}},
  [96249] = {t = 1, [8] = {3711, 0.1}, [7] = {3161, 0.4}},
  [96250] = {t = 3, [3] = {3905, 0.4}, [2] = {2827, 0.1}},
  [96330] = {t = 3, [6] = {3418, 0.25}, [5] = {3559, 0.25}},
  [96331] = {t = 2, [7] = {2827, 0}, [5] = {3905, 0}},
  [96332] = {t = 2, [7] = {3506, 0}, [6] = {3506, 0}},
  [96333] = {t = 2, [4] = {2992, 0.25}, [5] = {3810, 0.25}},
  [96334] = {t = 2, [1] = {3997, 0.25}, [8] = {2664, 0.25}},
  [96335] = {t = 2, [4] = {2909, 0}, [8] = {3858, 0}},
  [96336] = {t = 3, [4] = {3661, 0.25}, [6] = {3246, 0.25}},
  [96337] = {t = 2, [6] = {3332, 0}, [8] = {3610, 0}},
  [96338] = {t = 2, [1] = {3711, 0}, [6] = {3161, 0}},
  [96339] = {t = 2, [8] = {3506, 0}, [5] = {3506, 0}},
  [96340] = {t = 2, [6] = {3506, 0}, [8] = {3506, 0}},
  [96341] = {t = 3, [1] = {3711, 0.25}, [8] = {3161, 0.25}},
  [96342] = {t = 2, [6] = {3076, 0.25}, [5] = {3761, 0.25}},
  [96343] = {t = 2, [6] = {2827, 0.25}, [5] = {3905, 0.25}},
  [96344] = {t = 2, [4] = {3076, 0.25}, [8] = {3761, 0.25}},
  [96345] = {t = 2, [6] = {3161, 0.25}, [5] = {3711, 0.25}},
  [96346] = {t = 2, [8] = {3506, 0.25}, [5] = {3506, 0.25}},
  [96347] = {t = 2, [5] = {3559, 0.25}, [4] = {3418, 0.25}},
  [96348] = {t = 2, [2] = {2992, 0.25}, [8] = {3810, 0.25}},
  [96349] = {t = 3, [4] = {3761, 0.25}, [8] = {3076, 0.25}},
  [96350] = {t = 2, [6] = {3951, 0}, [4] = {2745, 0}},
  [96351] = {t = 2, [8] = {3559, 0}, [7] = {3418, 0}},
  [96352] = {t = 3, [3] = {3997, 0.25}, [7] = {2664, 0.25}},
  [96368] = {t = 3, [8] = {3506, 0}, [6] = {3506, 0}},
  [96369] = {t = 2, [7] = {6667, 0}},
  [96370] = {t = 1, [6] = {3246, 0.5}, [8] = {3661, 1}},
  [96371] = {t = 1, [7] = {3246, 0.5}, [6] = {3661, 0.5}},
  [96372] = {t = 2, [7] = {2909, 0.25}, [6] = {3858, 0.25}},
  [96373] = {t = 2, [6] = {3418, 0.5}, [8] = {3559, 0.5}},
  [96374] = {t = 1, [4] = {3610, 0.5}, [8] = {3332, 0.5}},
  [96376] = {t = 4, [4] = {3951, 0.25}, [7] = {2745, 0.25}},
  [96377] = {t = 3, [7] = {3161, 0}, [2] = {3711, 0}},
  [96378] = {t = 2, [4] = {3610, 0.25}, [8] = {3332, 0.25}},
  [96379] = {t = 1, [4] = {2745, 0.5}, [8] = {3951, 0.5}},
  [96380] = {t = 2, [4] = {3332, 0.2}, [5] = {3610, 0.3}},
  [96381] = {t = 1, [8] = {3810, 0.5}, [1] = {2992, 0.5}},
  [96382] = {t = 3, [4] = {3246, 0}, [5] = {3661, 0}},
  [96383] = {t = 3, [5] = {2909, 0}, [1] = {3858, 0}},
  [96384] = {t = 4, [1] = {3161, 0.25}, [5] = {3711, 0.25}},
  [96386] = {t = 3, [1] = {3076, 0}, [5] = {3761, 0}},
  [96387] = {t = 2, [1] = {3858, 0.3}, [6] = {2909, 0.2}},
  [96388] = {t = 1, [5] = {2745, 0.5}, [8] = {3951, 0.5}},
  [96389] = {t = 3, [4] = {3858, 0}, [6] = {2909, 0}},
  [96390] = {t = 3, [6] = {3661, 0}, [7] = {3246, 0}},
  [96391] = {t = 1, [4] = {3610, 0.1}, [8] = {3332, 0.4}},
  [96392] = {t = 3, [6] = {3418, 0}, [5] = {3559, 0}},
  [96393] = {t = 1, [6] = {3810, 0.5}, [8] = {2992, 0.5}},
  [96394] = {t = 3, [6] = {3761, 0}, [7] = {3076, 0}},
  [96395] = {t = 1, [6] = {2992, 0.5}, [8] = {3810, 0.5}},
  [96396] = {t = 1, [3] = {3506, 0.625}, [2] = {3506, 0.875}},
  [96397] = {t = 3, [4] = {3506, 0}, [8] = {3506, 0}},
  [96398] = {t = 2, [6] = {6667, 0}},
  [96399] = {t = 1, [5] = {3661, 0.4}, [6] = {3246, 1.1}},
  [96400] = {t = 3, [1] = {3506, 0}, [6] = {3506, 0}},
  [96401] = {t = 1, [4] = {3161, 0.1}, [6] = {3711, 0.4}},
  [96402] = {t = 3, [1] = {2992, 0}, [8] = {3810, 0}},
  [96403] = {t = 3, [1] = {3997, 0}, [8] = {2664, 0}},
  [96404] = {t = 4, [5] = {3559, 0.25}, [6] = {3418, 0.25}},
  [96405] = {t = 1, [8] = {3332, 0.5}, [5] = {3610, 0.5}},
  [96406] = {t = 2, [1] = {3905, 0.25}, [6] = {2827, 0.25}},
  [96407] = {t = 1, [8] = {3506, 0.5}, [5] = {3506, 0.5}},
  [96409] = {t = 2, [8] = {6667, 0}},
  [96410] = {t = 4, [5] = {3506, 0.25}, [8] = {3506, 0.25}},
  [96411] = {t = 2, [1] = {3810, 0.3}, [5] = {2992, 0.2}},
  [96412] = {t = 1, [5] = {3661, 0.5}, [4] = {3246, 0.5}},
  [96413] = {t = 2, [4] = {6667, 0}},
  [96414] = {t = 4, [1] = {3810, 0.25}, [8] = {2992, 0.25}},
  [96415] = {t = 1, [1] = {2745, 0.5}, [8] = {3951, 0.5}},
  [96416] = {t = 1, [6] = {3506, 0.625}, [5] = {3506, 0.875}},
  [96418] = {t = 1, [4] = {2664, 0.5}, [3] = {3997, 0.5}},
  [96419] = {t = 1, [5] = {2745, 0.1}, [4] = {3951, 0.4}},
  [96420] = {t = 3, [5] = {3610, 0}, [8] = {3332, 0}},
  [96421] = {t = 2, [8] = {6666, 0}},
  [96422] = {t = 1, [4] = {3332, 0.25}, [7] = {3610, 0.25}},
  [96423] = {t = 1, [5] = {3711, 0.5}, [4] = {3161, 0.5}},
  [96424] = {t = 2, [6] = {3559, 0.25}, [4] = {3418, 0.25}},
  [96426] = {t = 2, [6] = {3559, 0.3}, [5] = {3418, 0.2}},
  [96427] = {t = 2, [5] = {3997, 0.25}, [6] = {2664, 0.25}},
  [96428] = {t = 3, [2] = {3905, 0}, [3] = {2827, 0}},
  [96429] = {t = 3, [5] = {3997, 0.25}, [4] = {2664, 0.25}},
  [96430] = {t = 4, [4] = {3761, 0.25}, [5] = {3076, 0.25}},
  [96431] = {t = 3, [2] = {3610, 0}, [8] = {3332, 0}},
  [96432] = {t = 3, [5] = {3858, 0}, [8] = {2909, 0}},
  [96433] = {t = 1, [1] = {3810, 0.6}, [5] = {2992, 0.9}},
  [96434] = {t = 2, [5] = {3506, 0.25}, [6] = {3506, 0.25}},
  [96435] = {t = 3, [8] = {3661, 0}, [5] = {3246, 0}},
  [96436] = {t = 3, [6] = {3161, 0.4}, [1] = {3711, 0.1}},
  [96437] = {t = 3, [1] = {3711, 0}, [6] = {3161, 0}},
  [96438] = {t = 1, [1] = {3506, 0.5}, [6] = {3506, 0.5}},
  [96439] = {t = 2, [1] = {3951, 0.25}, [6] = {2745, 0.25}},
  [96440] = {t = 2, [1] = {3661, 0.5}, [6] = {3246, 0.5}},
  [96441] = {t = 2, [1] = {3076, 0.25}, [5] = {3761, 0.25}},
  [96442] = {t = 4, [8] = {3810, 0.25}, [4] = {2992, 0.25}},
  [96443] = {t = 3, [8] = {3506, 0.25}, [4] = {3506, 0.25}},
  [96444] = {t = 2, [8] = {3506, 0.25}, [6] = {3506, 0.25}},
  [96445] = {t = 2, [6] = {3246, 0.25}, [8] = {3661, 0.25}},
  [96446] = {t = 2, [2] = {3506, 0.5}, [3] = {3506, 0.5}},
  [96447] = {t = 1, [2] = {3506, 0.5}, [8] = {3506, 0.5}},
  [96448] = {t = 3, [5] = {3418, 0}, [4] = {3559, 0}},
  [96449] = {t = 3, [2] = {3951, 0}, [3] = {2745, 0}},
  [96450] = {t = 2, [4] = {3559, 0.3}, [5] = {3418, 0.2}},
  [96451] = {t = 2, [1] = {3418, 0.25}, [5] = {3559, 0.25}},
  [96453] = {t = 3, [4] = {3506, 0}, [5] = {3506, 0}},
  [96454] = {t = 3, [4] = {3661, 0.25}, [5] = {3246, 0.25}},
  [96455] = {t = 2, [6] = {6667, 0}},
  [96456] = {t = 2, [1] = {6667, 0}},
  [96457] = {t = 1, [1] = {3711, 0.6}, [5] = {3161, 0.9}},
  [96458] = {t = 2, [1] = {3559, 0.5}, [8] = {3418, 0.5}},
  [96459] = {t = 1, [1] = {3905, 0.5}, [8] = {2827, 0.5}},
  [96460] = {t = 2, [1] = {3506, 0.3}, [8] = {3506, 0.2}},
  [96461] = {t = 3, [8] = {3559, 0.25}, [5] = {3418, 0.25}},
  [96462] = {t = 2, [4] = {3761, 0.5}, [6] = {3076, 0.5}},
  [96463] = {t = 1, [6] = {2992, 0.5}, [8] = {3810, 0.5}},
  [96464] = {t = 1, [6] = {2909, 0.1}, [1] = {3858, 0.4}},
  [96465] = {t = 2, [6] = {3905, 0.5}, [7] = {2827, 0.5}},
  [96466] = {t = 2, [1] = {3161, 0}, [8] = {3711, 0}},
  [96467] = {t = 1, [1] = {3997, 0.625}, [6] = {2664, 0.875}},
  [96468] = {t = 1, [5] = {3246, 0.5}, [4] = {3661, 0.5}},
  [96469] = {t = 2, [7] = {2664, 0.25}, [3] = {3997, 0.25}},
  [96470] = {t = 2, [4] = {6667, 0}},
  [96471] = {t = 2, [7] = {6666, 0}},
  [96472] = {t = 1, [5] = {3711, 0.25}, [6] = {3161, 0.25}},
  [96473] = {t = 1, [4] = {3905, 0.5}, [5] = {2827, 0.5}},
  [96474] = {t = 2, [5] = {3711, 0.5}, [6] = {3161, 0.5}},
  [96475] = {t = 1, [5] = {3661, 0.5}, [6] = {3246, 0.5}},
  [96477] = {t = 1, [7] = {3076, 0.5}, [6] = {3761, 0.5}},
  [96478] = {t = 2, [3] = {3661, 0.3}, [2] = {3246, 0.2}},
  [96479] = {t = 2, [2] = {3418, 0.6}, [3] = {3559, 0.4}},
  [96480] = {t = 3, [2] = {3997, 0.25}, [3] = {2664, 0.25}},
  [96481] = {t = 3, [4] = {3610, 0.4}, [2] = {3332, 0.1}},
  [96482] = {t = 2, [4] = {3076, 0.6}, [6] = {3761, 0.4}},
  [96483] = {t = 1, [8] = {2664, 0.5}, [5] = {3997, 0.5}},
  [96484] = {t = 2, [8] = {3610, 0.25}, [5] = {3332, 0.25}},
  [96485] = {t = 3, [6] = {3610, 0.25}, [5] = {3332, 0.25}},
  [96486] = {t = 3, [1] = {3951, 0.4}, [5] = {2745, 0.1}},
  [96487] = {t = 4, [1] = {3761, 0.25}, [5] = {3076, 0.25}},
  [96488] = {t = 2, [1] = {3761, 0.3}, [5] = {3076, 0.2}},
  [96489] = {t = 3, [1] = {3951, 0}, [6] = {2745, 0}},
  [96490] = {t = 2, [1] = {3858, 0.6}, [8] = {2909, 0.4}},
  [96491] = {t = 1, [5] = {3246, 0.5}, [6] = {3661, 0.5}},
  [96493] = {t = 2, [5] = {2992, 0.6}, [8] = {3810, 0.4}},
  [96494] = {t = 3, [8] = {3858, 0}, [6] = {2909, 0}},
  [96495] = {t = 2, [6] = {3506, 0.6}, [5] = {3506, 0.4}},
  [96496] = {t = 2, [4] = {2992, 0.6}, [6] = {3810, 0.4}},
  [96497] = {t = 1, [2] = {3418, 0.5}, [3] = {3559, 0.5}},
  [96498] = {t = 2, [2] = {3418, 0.25}, [3] = {3559, 0.25}},
  [96499] = {t = 3, [5] = {3711, 0.25}, [7] = {3161, 0.25}},
  [96500] = {t = 3, [6] = {3810, 0.4}, [4] = {2992, 0.1}},
  [96501] = {t = 2, [5] = {6667, 0}},
  [96502] = {t = 4, [3] = {2992, 0.25}, [2] = {3810, 0.25}},
  [96503] = {t = 1, [5] = {3610, 0.5}, [6] = {3332, 0.5}},
  [96504] = {t = 2, [1] = {3810, 0.6}, [5] = {2992, 0.4}},
  [96505] = {t = 1, [1] = {3506, 0.5}, [5] = {3506, 0.5}},
  [96506] = {t = 3, [5] = {3559, 0}, [6] = {3418, 0}},
  [96507] = {t = 2, [1] = {6667, 0}},
  [96508] = {t = 1, [1] = {3761, 0.5}, [5] = {3076, 0.5}},
  [96509] = {t = 1, [8] = {3418, 0.75}, [6] = {3559, 0.75}},
  [96510] = {t = 3, [1] = {3418, 0}, [6] = {3559, 0}},
  [96511] = {t = 2, [1] = {3997, 0.25}, [6] = {2664, 0.25}},
  [96512] = {t = 3, [8] = {3559, 0.4}, [2] = {3418, 0.1}},
  [96513] = {t = 3, [5] = {3761, 0.4}, [6] = {3076, 0.1}},
  [96514] = {t = 4, [7] = {2992, 0.25}, [6] = {3810, 0.25}},
  [96515] = {t = 1, [8] = {3506, 0.625}, [6] = {3506, 0.875}},
  [96516] = {t = 2, [5] = {6667, 0}},
  [96517] = {t = 3, [6] = {3711, 0.25}, [1] = {3161, 0.25}},
  [96518] = {t = 4, [8] = {3506, 0.25}, [6] = {3506, 0.25}},
  [96519] = {t = 1, [5] = {2827, 0.5}, [8] = {3905, 0.5}},
  [96520] = {t = 2, [1] = {3610, 0.6}, [5] = {3332, 0.4}},
  [96521] = {t = 1, [1] = {3610, 0.5}, [8] = {3332, 0.5}},
  [96522] = {t = 1, [6] = {3076, 0.625}, [5] = {3761, 0.875}},
  [96523] = {t = 2, [2] = {6666, 0}},
  [96524] = {t = 4, [6] = {3997, 0.25}, [4] = {2664, 0.25}},
  [96525] = {t = 1, [4] = {3418, 0.25}, [6] = {3559, 0.25}},
  [96526] = {t = 2, [1] = {3332, 0.5}, [5] = {3610, 0.5}},
  [96527] = {t = 1, [1] = {3761, 0.5}, [8] = {3076, 0.5}},
  [96528] = {t = 2, [4] = {3076, 0.3}, [6] = {3761, 0.2}},
  [96529] = {t = 3, [8] = {2909, 0.4}, [5] = {3858, 0.1}},
  [96530] = {t = 3, [1] = {3951, 0.25}, [6] = {2745, 0.25}},
  [96531] = {t = 2, [5] = {3506, 0.3}, [8] = {3506, 0.2}},
  [96532] = {t = 1, [1] = {3506, 0.5}, [6] = {3506, 0.5}},
  [96533] = {t = 2, [5] = {3905, 0.6}, [6] = {2827, 0.4}},
  [96534] = {t = 4, [7] = {3506, 0.25}, [8] = {3506, 0.25}},
  [96535] = {t = 4, [5] = {3246, 0.25}, [6] = {3661, 0.25}},
  [96536] = {t = 1, [1] = {3506, 0.5}, [6] = {3506, 0.5}},
  [96537] = {t = 3, [1] = {3332, 0.25}, [5] = {3610, 0.25}},
  [96538] = {t = 3, [8] = {2827, 0.4}, [1] = {3905, 0.1}},
  [96539] = {t = 1, [6] = {3761, 0.1}, [8] = {3076, 0.4}},
  [96541] = {t = 2, [1] = {3506, 0.5}, [6] = {3506, 0.5}},
  [96542] = {t = 2, [5] = {3905, 0.3}, [6] = {2827, 0.2}},
  [96544] = {t = 3, [2] = {3506, 0.25}, [7] = {3506, 0.25}},
  [96545] = {t = 2, [1] = {3905, 0.25}, [5] = {2827, 0.25}},
  [96547] = {t = 1, [7] = {3506, 0.1}, [6] = {3506, 0.4}},
  [96548] = {t = 1, [5] = {3332, 0.5}, [8] = {3610, 0.5}},
  [96549] = {t = 1, [5] = {3506, 0.7}, [6] = {3506, 0.8}},
  [96550] = {t = 1, [4] = {2664, 0.625}, [8] = {3997, 0.875}},
  [96551] = {t = 1, [5] = {3997, 0.7}, [6] = {2664, 0.8}},
  [96552] = {t = 1, [2] = {3761, 0.7}, [8] = {3076, 0.8}},
  [96553] = {t = 1, [8] = {2664, 0.1}, [5] = {3997, 0.4}},
  [96554] = {t = 3, [3] = {3761, 0.4}, [8] = {3076, 0.1}},
  [96556] = {t = 1, [4] = {2664, 0.7}, [5] = {3997, 0.8}},
  [96557] = {t = 2, [1] = {3997, 0.6}, [8] = {2664, 0.4}},
  [96559] = {t = 4, [1] = {3997, 0.25}, [6] = {2664, 0.25}},
  [96560] = {t = 3, [1] = {3997, 0.5}, [6] = {2664, 0.5}},
  [96562] = {t = 3, [5] = {3810, 0.25}, [6] = {2992, 0.25}},
  [96563] = {t = 2, [1] = {3858, 0.6}, [8] = {2909, 0.4}},
  [96564] = {t = 1, [8] = {2827, 0.7}, [1] = {3905, 0.8}},
  [96565] = {t = 1, [1] = {3506, 0.5}, [6] = {3506, 0.5}},
  [96569] = {t = 1, [7] = {3761, 0.75}, [6] = {3076, 0.75}},
  [96570] = {t = 2, [4] = {3761, 0.3}, [5] = {3076, 0.2}},
  [96571] = {t = 1, [4] = {3559, 0.5}, [6] = {3418, 1}},
  [96572] = {t = 1, [5] = {3810, 0.75}, [8] = {2992, 0.25}},
  [96573] = {t = 2, [7] = {3076, 0.5}, [8] = {3761, 0.5}},
  [96574] = {t = 1, [2] = {3418, 0.75}, [3] = {3559, 0.75}},
  [96575] = {t = 2, [7] = {2664, 0.3}, [2] = {3997, 0.2}},
  [96576] = {t = 1, [7] = {2664, 1}, [8] = {3997, 0.5}},
  [96577] = {t = 1, [4] = {2909, 0.75}, [3] = {3858, 0.25}},
  [96578] = {t = 2, [4] = {3506, 0.5}, [8] = {3506, 0.5}},
  [96579] = {t = 1, [7] = {3559, 0.75}, [8] = {3418, 0.75}},
  [96580] = {t = 2, [5] = {3610, 0.3}, [7] = {3332, 0.2}},
  [96581] = {t = 1, [4] = {3506, 0.75}, [6] = {3506, 0.75}},
  [96582] = {t = 1, [8] = {3559, 0.75}, [6] = {3418, 0.25}},
  [96583] = {t = 2, [4] = {3161, 0.5}, [5] = {3711, 0.5}},
  [96584] = {t = 2, [6] = {3246, 0.3}, [1] = {3661, 0.2}},
  [96585] = {t = 1, [8] = {3161, 0.75}, [1] = {3711, 0.75}},
  [96586] = {t = 1, [1] = {3610, 0.75}, [6] = {3332, 0.25}},
  [96587] = {t = 1, [6] = {3506, 0.75}, [5] = {3506, 0.75}},
  [96588] = {t = 2, [1] = {3559, 0.5}, [8] = {3418, 0.5}},
  [96589] = {t = 2, [8] = {3610, 0.3}, [5] = {3332, 0.2}},
  [96590] = {t = 1, [6] = {3332, 0.75}, [1] = {3610, 0.75}},
  [96591] = {t = 1, [6] = {3161, 0.75}, [5] = {3711, 0.25}},
  [96592] = {t = 1, [8] = {3661, 0.75}, [1] = {3246, 0.75}},
  [96593] = {t = 2, [6] = {3610, 0.5}, [5] = {3332, 0.5}},
  [96594] = {t = 1, [7] = {3332, 0.75}, [5] = {3610, 0.75}},
  [96595] = {t = 2, [7] = {3506, 0.3}, [6] = {3506, 0.2}},
  [96596] = {t = 1, [5] = {3559, 0.75}, [8] = {3418, 0.75}},
  [96597] = {t = 1, [4] = {3506, 0.75}, [6] = {3506, 0.25}},
  [96598] = {t = 2, [4] = {2745, 0.5}, [5] = {3951, 0.5}},
  [96602] = {t = 1, [8] = {3661, 0}, [5] = {3246, 0}},
  [96603] = {t = 1, [8] = {3905, 0.25}, [6] = {2827, 0.25}},
  [96604] = {t = 4, [6] = {3761, 0.25}, [7] = {3076, 0.25}},
  [96605] = {t = 4, [8] = {2827, 0.25}, [7] = {3905, 0.25}},
  [96606] = {t = 1, [5] = {3076, 0.1}, [8] = {3761, 0.4}},
  [96607] = {t = 2, [4] = {2827, 0.2}, [6] = {3905, 0.3}},
  [96608] = {t = 2, [1] = {3810, 0.25}, [6] = {2992, 0.25}},
  [96609] = {t = 2, [6] = {3506, 0.25}, [5] = {3506, 0.25}},
  [96610] = {t = 4, [4] = {3559, 0.25}, [5] = {3418, 0.25}},
  [96611] = {t = 4, [1] = {2745, 0.25}, [8] = {3951, 0.25}},
  [96612] = {t = 2, [6] = {3997, 0.25}, [7] = {2664, 0.25}},
  [96613] = {t = 2, [6] = {3332, 0.25}, [8] = {3610, 0.25}},
  [96614] = {t = 2, [6] = {2664, 0.25}, [8] = {3997, 0.25}},
  [96615] = {t = 2, [5] = {3418, 0.25}, [8] = {3559, 0.25}},
  [96616] = {t = 2, [8] = {3418, 0.25}, [6] = {3559, 0.25}},
  [96617] = {t = 2, [6] = {3610, 0.25}, [8] = {3332, 0.25}},
  [96618] = {t = 2, [3] = {3997, 0.25}, [7] = {2664, 0.25}},
  [96619] = {t = 1, [5] = {3246, 0.1}, [6] = {3661, 0.4}},
  [96620] = {t = 4, [4] = {2827, 0.25}, [8] = {3905, 0.25}},
  [96621] = {t = 1, [8] = {3711, 0.1}, [7] = {3161, 0.4}},
  [96622] = {t = 3, [3] = {3905, 0.4}, [2] = {2827, 0.1}},
  [96626] = {t = 1, [7] = {3559, 0.75}, [8] = {3418, 0.75}},
  [96627] = {t = 2, [5] = {3610, 0.3}, [7] = {3332, 0.2}},
  [96628] = {t = 1, [4] = {3506, 0.75}, [6] = {3506, 0.75}},
  [96629] = {t = 1, [8] = {3559, 0.75}, [6] = {3418, 0.25}},
  [96630] = {t = 2, [4] = {3161, 0.5}, [5] = {3711, 0.5}},
  [96634] = {t = 2, [8] = {3610, 0.3}, [5] = {3332, 0.2}},
  [96635] = {t = 1, [6] = {3332, 0.75}, [4] = {3610, 0.75}},
  [96636] = {t = 1, [6] = {3161, 0.75}, [5] = {3711, 0.25}},
  [96637] = {t = 1, [8] = {3661, 0.75}, [4] = {3246, 0.75}},
  [96638] = {t = 2, [6] = {3610, 0.5}, [5] = {3332, 0.5}},
  [96639] = {t = 1, [7] = {3559, 0.75}, [8] = {3418, 0.75}},
  [96640] = {t = 2, [5] = {3610, 0.3}, [7] = {3332, 0.2}},
  [96641] = {t = 1, [4] = {3506, 0.75}, [6] = {3506, 0.75}},
  [96642] = {t = 1, [8] = {3559, 0.75}, [6] = {3418, 0.25}},
  [96643] = {t = 2, [4] = {3161, 0.5}, [5] = {3711, 0.5}},
  [96644] = {t = 2, [6] = {3246, 0.3}, [1] = {3661, 0.2}},
  [96645] = {t = 1, [8] = {3161, 0.75}, [1] = {3711, 0.75}},
  [96646] = {t = 1, [1] = {3610, 0.75}, [6] = {3332, 0.25}},
  [96647] = {t = 1, [6] = {3506, 0.75}, [5] = {3506, 0.75}},
  [96648] = {t = 2, [1] = {3559, 0.5}, [8] = {3418, 0.5}},
  [96649] = {t = 1, [7] = {3332, 0.75}, [5] = {3610, 0.75}},
  [96650] = {t = 2, [7] = {3506, 0.3}, [6] = {3506, 0.2}},
  [96651] = {t = 1, [5] = {3559, 0.75}, [8] = {3418, 0.75}},
  [96652] = {t = 1, [4] = {3506, 0.75}, [6] = {3506, 0.25}},
  [96653] = {t = 2, [4] = {2745, 0.5}, [5] = {3951, 0.5}},
  [96654] = {t = 1, [7] = {3761, 0.75}, [6] = {3076, 0.75}},
  [96655] = {t = 2, [4] = {3761, 0.3}, [5] = {3076, 0.2}},
  [96656] = {t = 1, [4] = {3559, 0.5}, [6] = {3418, 1}},
  [96657] = {t = 1, [5] = {3810, 0.75}, [8] = {2992, 0.25}},
  [96658] = {t = 2, [7] = {3076, 0.5}, [8] = {3761, 0.5}},
  [96659] = {t = 1, [6] = {3506, 0.75}, [5] = {3506, 0.75}},
  [96660] = {t = 2, [6] = {3246, 0.3}, [1] = {3661, 0.2}},
  [96661] = {t = 1, [8] = {3161, 0.75}, [1] = {3711, 0.75}},
  [96662] = {t = 1, [1] = {3610, 0.75}, [6] = {3332, 0.25}},
  [96663] = {t = 2, [1] = {3559, 0.5}, [8] = {3418, 0.5}},
  [96664] = {t = 1, [2] = {3418, 0.75}, [3] = {3559, 0.75}},
  [96665] = {t = 2, [7] = {2664, 0.3}, [2] = {3997, 0.2}},
  [96666] = {t = 1, [7] = {2664, 1}, [8] = {3997, 0.5}},
  [96667] = {t = 1, [4] = {2909, 0.75}, [3] = {3858, 0.25}},
  [96668] = {t = 2, [4] = {3506, 0.5}, [8] = {3506, 0.5}},
  [96669] = {t = 2, [6] = {3246, 0.3}, [1] = {3661, 0.2}},
  [96670] = {t = 1, [8] = {3161, 0.75}, [1] = {3711, 0.75}},
  [96671] = {t = 1, [1] = {3610, 0.75}, [6] = {3332, 0.25}},
  [96672] = {t = 1, [6] = {3506, 0.75}, [5] = {3506, 0.75}},
  [96673] = {t = 2, [1] = {3559, 0.5}, [8] = {3418, 0.5}},
  [96674] = {t = 2, [8] = {3610, 0.3}, [5] = {3332, 0.2}},
  [96675] = {t = 1, [6] = {3332, 0.75}, [1] = {3610, 0.75}},
  [96676] = {t = 1, [6] = {3161, 0.75}, [5] = {3711, 0.25}},
  [96677] = {t = 1, [8] = {3661, 0.75}, [1] = {3246, 0.75}},
  [96678] = {t = 2, [6] = {3610, 0.5}, [5] = {3332, 0.5}},
  [96679] = {t = 1, [7] = {3559, 0.75}, [8] = {3418, 0.75}},
  [96680] = {t = 2, [5] = {3610, 0.3}, [7] = {3332, 0.2}},
  [96681] = {t = 1, [4] = {3506, 0.75}, [6] = {3506, 0.75}},
  [96682] = {t = 1, [8] = {3559, 0.75}, [6] = {3418, 0.25}},
  [96683] = {t = 2, [4] = {3161, 0.5}, [5] = {3711, 0.5}},
  [96684] = {t = 1, [6] = {3506, 0.75}, [5] = {3506, 0.75}},
  [96685] = {t = 2, [6] = {3246, 0.3}, [1] = {3661, 0.2}},
  [96686] = {t = 1, [8] = {3161, 0.75}, [1] = {3711, 0.75}},
  [96687] = {t = 1, [1] = {3610, 0.75}, [6] = {3332, 0.25}},
  [96688] = {t = 2, [1] = {3559, 0.5}, [8] = {3418, 0.5}},
  [96689] = {t = 1, [7] = {3559, 0.75}, [8] = {3418, 0.75}},
  [96690] = {t = 2, [5] = {3610, 0.3}, [7] = {3332, 0.2}},
  [96691] = {t = 1, [4] = {3506, 0.75}, [6] = {3506, 0.75}},
  [96692] = {t = 1, [8] = {3559, 0.75}, [6] = {3418, 0.25}},
  [96693] = {t = 2, [4] = {3161, 0.5}, [5] = {3711, 0.5}},
  [96694] = {t = 1, [8] = {3661, 0.75}, [1] = {3246, 0.75}},
  [96695] = {t = 2, [8] = {3610, 0.3}, [5] = {3332, 0.2}},
  [96696] = {t = 1, [6] = {3332, 0.75}, [1] = {3610, 0.75}},
  [96697] = {t = 1, [6] = {3161, 0.75}, [5] = {3711, 0.25}},
  [96698] = {t = 2, [6] = {3610, 0.5}, [5] = {3332, 0.5}},
  [96702] = {t = 3, [6] = {3418, 0.25}, [5] = {3559, 0.25}},
  [96703] = {t = 2, [7] = {2827, 0}, [5] = {3905, 0}},
  [96704] = {t = 2, [7] = {3506, 0}, [6] = {3506, 0}},
  [96705] = {t = 2, [4] = {2992, 0.25}, [5] = {3810, 0.25}},
  [96706] = {t = 2, [1] = {3997, 0.25}, [8] = {2664, 0.25}},
  [96707] = {t = 2, [4] = {2909, 0}, [8] = {3858, 0}},
  [96708] = {t = 3, [4] = {3661, 0.25}, [6] = {3246, 0.25}},
  [96709] = {t = 2, [6] = {3332, 0}, [8] = {3610, 0}},
  [96710] = {t = 2, [1] = {3711, 0}, [6] = {3161, 0}},
  [96711] = {t = 2, [8] = {3506, 0}, [5] = {3506, 0}},
  [96712] = {t = 2, [6] = {3506, 0}, [8] = {3506, 0}},
  [96713] = {t = 3, [1] = {3711, 0.25}, [8] = {3161, 0.25}},
  [96714] = {t = 2, [6] = {3076, 0.25}, [5] = {3761, 0.25}},
  [96715] = {t = 2, [6] = {2827, 0.25}, [5] = {3905, 0.25}},
  [96716] = {t = 2, [4] = {3076, 0.25}, [8] = {3761, 0.25}},
  [96717] = {t = 2, [6] = {3161, 0.25}, [5] = {3711, 0.25}},
  [96718] = {t = 2, [8] = {3506, 0.25}, [5] = {3506, 0.25}},
  [96719] = {t = 2, [5] = {3559, 0.25}, [4] = {3418, 0.25}},
  [96720] = {t = 2, [2] = {2992, 0.25}, [8] = {3810, 0.25}},
  [96721] = {t = 3, [4] = {3761, 0.25}, [8] = {3076, 0.25}},
  [96722] = {t = 2, [6] = {3951, 0}, [4] = {2745, 0}},
  [96723] = {t = 2, [8] = {3559, 0}, [7] = {3418, 0}},
  [96724] = {t = 3, [3] = {3997, 0.25}, [7] = {2664, 0.25}},
  [96725] = {t = 2, [8] = {3610, 0.3}, [5] = {3332, 0.2}},
  [96726] = {t = 1, [6] = {3332, 0.75}, [4] = {3610, 0.75}},
  [96727] = {t = 1, [6] = {3161, 0.75}, [5] = {3711, 0.25}},
  [96728] = {t = 1, [8] = {3661, 0.75}, [4] = {3246, 0.75}},
  [96729] = {t = 2, [6] = {3610, 0.5}, [5] = {3332, 0.5}},
  [96730] = {t = 1, [4] = {3559, 0.5}, [6] = {3418, 1}},
  [96731] = {t = 1, [7] = {3761, 0.75}, [6] = {3076, 0.75}},
  [96732] = {t = 2, [4] = {3761, 0.3}, [5] = {3076, 0.2}},
  [96733] = {t = 1, [5] = {3810, 0.75}, [8] = {2992, 0.25}},
  [96734] = {t = 2, [7] = {3076, 0.5}, [8] = {3761, 0.5}},
  [96735] = {t = 1, [2] = {3418, 0.75}, [3] = {3559, 0.75}},
  [96736] = {t = 2, [7] = {2664, 0.3}, [2] = {3997, 0.2}},
  [96737] = {t = 1, [7] = {2664, 1}, [8] = {3997, 0.5}},
  [96738] = {t = 1, [4] = {2909, 0.75}, [3] = {3858, 0.25}},
  [96739] = {t = 2, [4] = {3506, 0.5}, [8] = {3506, 0.5}},
  [96740] = {t = 3, [8] = {3506, 0}, [6] = {3506, 0}},
  [96741] = {t = 2, [7] = {6667, 0}},
  [96742] = {t = 1, [6] = {3246, 0.5}, [8] = {3661, 1}},
  [96743] = {t = 1, [7] = {3246, 0.5}, [6] = {3661, 0.5}},
  [96744] = {t = 2, [7] = {2909, 0.25}, [6] = {3858, 0.25}},
  [96745] = {t = 2, [6] = {3418, 0.5}, [8] = {3559, 0.5}},
  [96746] = {t = 1, [4] = {3610, 0.5}, [8] = {3332, 0.5}},
  [96748] = {t = 4, [4] = {3951, 0.25}, [7] = {2745, 0.25}},
  [96749] = {t = 3, [7] = {3161, 0}, [2] = {3711, 0}},
  [96750] = {t = 2, [4] = {3610, 0.25}, [8] = {3332, 0.25}},
  [96751] = {t = 1, [4] = {2745, 0.5}, [8] = {3951, 0.5}},
  [96752] = {t = 2, [4] = {3332, 0.2}, [5] = {3610, 0.3}},
  [96753] = {t = 1, [8] = {3810, 0.5}, [1] = {2992, 0.5}},
  [96754] = {t = 3, [4] = {3246, 0}, [5] = {3661, 0}},
  [96755] = {t = 3, [5] = {2909, 0}, [1] = {3858, 0}},
  [96756] = {t = 4, [1] = {3161, 0.25}, [5] = {3711, 0.25}},
  [96758] = {t = 3, [1] = {3076, 0}, [5] = {3761, 0}},
  [96759] = {t = 2, [1] = {3858, 0.3}, [6] = {2909, 0.2}},
  [96760] = {t = 1, [5] = {2745, 0.5}, [8] = {3951, 0.5}},
  [96761] = {t = 3, [4] = {3858, 0}, [6] = {2909, 0}},
  [96762] = {t = 3, [6] = {3661, 0}, [7] = {3246, 0}},
  [96763] = {t = 1, [4] = {3610, 0.1}, [8] = {3332, 0.4}},
  [96764] = {t = 3, [6] = {3418, 0}, [5] = {3559, 0}},
  [96765] = {t = 1, [6] = {3810, 0.5}, [8] = {2992, 0.5}},
  [96766] = {t = 3, [6] = {3761, 0}, [7] = {3076, 0}},
  [96767] = {t = 1, [6] = {2992, 0.5}, [8] = {3810, 0.5}},
  [96768] = {t = 1, [3] = {3506, 0.625}, [2] = {3506, 0.875}},
  [96769] = {t = 3, [4] = {3506, 0}, [8] = {3506, 0}},
  [96770] = {t = 2, [6] = {6667, 0}},
  [96771] = {t = 1, [5] = {3661, 0.4}, [6] = {3246, 1.1}},
  [96772] = {t = 3, [1] = {3506, 0}, [6] = {3506, 0}},
  [96773] = {t = 1, [4] = {3161, 0.1}, [6] = {3711, 0.4}},
  [96774] = {t = 3, [1] = {2992, 0}, [8] = {3810, 0}},
  [96775] = {t = 3, [1] = {3997, 0}, [8] = {2664, 0}},
  [96776] = {t = 4, [5] = {3559, 0.25}, [6] = {3418, 0.25}},
  [96777] = {t = 1, [8] = {3332, 0.5}, [5] = {3610, 0.5}},
  [96778] = {t = 2, [1] = {3905, 0.25}, [6] = {2827, 0.25}},
  [96779] = {t = 1, [8] = {3506, 0.5}, [5] = {3506, 0.5}},
  [96781] = {t = 2, [8] = {6667, 0}},
  [96782] = {t = 4, [5] = {3506, 0.25}, [8] = {3506, 0.25}},
  [96783] = {t = 2, [1] = {3810, 0.3}, [5] = {2992, 0.2}},
  [96784] = {t = 1, [5] = {3661, 0.5}, [4] = {3246, 0.5}},
  [96785] = {t = 2, [4] = {6667, 0}},
  [96786] = {t = 4, [1] = {3810, 0.25}, [8] = {2992, 0.25}},
  [96787] = {t = 1, [1] = {2745, 0.5}, [8] = {3951, 0.5}},
  [96788] = {t = 1, [6] = {3506, 0.625}, [5] = {3506, 0.875}},
  [96790] = {t = 1, [4] = {2664, 0.5}, [3] = {3997, 0.5}},
  [96791] = {t = 1, [5] = {2745, 0.1}, [4] = {3951, 0.4}},
  [96792] = {t = 3, [5] = {3610, 0}, [8] = {3332, 0}},
  [96793] = {t = 2, [8] = {6666, 0}},
  [96794] = {t = 1, [4] = {3332, 0.25}, [7] = {3610, 0.25}},
  [96795] = {t = 1, [5] = {3711, 0.5}, [4] = {3161, 0.5}},
  [96796] = {t = 2, [6] = {3559, 0.25}, [4] = {3418, 0.25}},
  [96798] = {t = 2, [6] = {3559, 0.3}, [5] = {3418, 0.2}},
  [96799] = {t = 2, [5] = {3997, 0.25}, [6] = {2664, 0.25}},
  [96800] = {t = 3, [2] = {3905, 0}, [3] = {2827, 0}},
  [96801] = {t = 3, [5] = {3997, 0.25}, [4] = {2664, 0.25}},
  [96802] = {t = 4, [4] = {3761, 0.25}, [5] = {3076, 0.25}},
  [96803] = {t = 3, [2] = {3610, 0}, [8] = {3332, 0}},
  [96804] = {t = 3, [5] = {3858, 0}, [8] = {2909, 0}},
  [96805] = {t = 1, [1] = {3810, 0.6}, [5] = {2992, 0.9}},
  [96806] = {t = 2, [5] = {3506, 0.25}, [6] = {3506, 0.25}},
  [96807] = {t = 3, [8] = {3661, 0}, [5] = {3246, 0}},
  [96808] = {t = 3, [6] = {3161, 0.4}, [1] = {3711, 0.1}},
  [96809] = {t = 3, [1] = {3711, 0}, [6] = {3161, 0}},
  [96810] = {t = 1, [1] = {3506, 0.5}, [6] = {3506, 0.5}},
  [96811] = {t = 2, [1] = {3951, 0.25}, [6] = {2745, 0.25}},
  [96812] = {t = 2, [1] = {3661, 0.5}, [6] = {3246, 0.5}},
  [96813] = {t = 2, [1] = {3076, 0.25}, [5] = {3761, 0.25}},
  [96814] = {t = 4, [8] = {3810, 0.25}, [4] = {2992, 0.25}},
  [96815] = {t = 3, [8] = {3506, 0.25}, [4] = {3506, 0.25}},
  [96816] = {t = 2, [8] = {3506, 0.25}, [6] = {3506, 0.25}},
  [96817] = {t = 2, [6] = {3246, 0.25}, [8] = {3661, 0.25}},
  [96818] = {t = 2, [2] = {3506, 0.5}, [3] = {3506, 0.5}},
  [96819] = {t = 1, [2] = {3506, 0.5}, [8] = {3506, 0.5}},
  [96820] = {t = 3, [5] = {3418, 0}, [4] = {3559, 0}},
  [96821] = {t = 3, [2] = {3951, 0}, [3] = {2745, 0}},
  [96822] = {t = 2, [4] = {3559, 0.3}, [5] = {3418, 0.2}},
  [96823] = {t = 2, [1] = {3418, 0.25}, [5] = {3559, 0.25}},
  [96825] = {t = 3, [4] = {3506, 0}, [5] = {3506, 0}},
  [96826] = {t = 3, [4] = {3661, 0.25}, [5] = {3246, 0.25}},
  [96827] = {t = 2, [6] = {6667, 0}},
  [96828] = {t = 2, [1] = {6667, 0}},
  [96829] = {t = 1, [1] = {3711, 0.6}, [5] = {3161, 0.9}},
  [96830] = {t = 2, [1] = {3559, 0.5}, [8] = {3418, 0.5}},
  [96831] = {t = 1, [1] = {3905, 0.5}, [8] = {2827, 0.5}},
  [96832] = {t = 2, [1] = {3506, 0.3}, [8] = {3506, 0.2}},
  [96833] = {t = 3, [8] = {3559, 0.25}, [5] = {3418, 0.25}},
  [96834] = {t = 2, [4] = {3761, 0.5}, [6] = {3076, 0.5}},
  [96835] = {t = 1, [6] = {2992, 0.5}, [8] = {3810, 0.5}},
  [96836] = {t = 1, [6] = {2909, 0.1}, [1] = {3858, 0.4}},
  [96837] = {t = 2, [6] = {3905, 0.5}, [7] = {2827, 0.5}},
  [96838] = {t = 2, [1] = {3161, 0}, [8] = {3711, 0}},
  [96839] = {t = 1, [1] = {3997, 0.625}, [6] = {2664, 0.875}},
  [96840] = {t = 1, [5] = {3246, 0.5}, [4] = {3661, 0.5}},
  [96841] = {t = 2, [7] = {2664, 0.25}, [3] = {3997, 0.25}},
  [96842] = {t = 2, [4] = {6667, 0}},
  [96843] = {t = 2, [7] = {6666, 0}},
  [96844] = {t = 1, [5] = {3711, 0.25}, [6] = {3161, 0.25}},
  [96845] = {t = 1, [4] = {3905, 0.5}, [5] = {2827, 0.5}},
  [96846] = {t = 2, [5] = {3711, 0.5}, [6] = {3161, 0.5}},
  [96847] = {t = 1, [5] = {3661, 0.5}, [6] = {3246, 0.5}},
  [96849] = {t = 1, [7] = {3076, 0.5}, [6] = {3761, 0.5}},
  [96850] = {t = 2, [3] = {3661, 0.3}, [2] = {3246, 0.2}},
  [96851] = {t = 2, [2] = {3418, 0.6}, [3] = {3559, 0.4}},
  [96852] = {t = 3, [2] = {3997, 0.25}, [3] = {2664, 0.25}},
  [96853] = {t = 3, [4] = {3610, 0.4}, [2] = {3332, 0.1}},
  [96854] = {t = 2, [4] = {3076, 0.6}, [6] = {3761, 0.4}},
  [96855] = {t = 1, [8] = {2664, 0.5}, [5] = {3997, 0.5}},
  [96856] = {t = 2, [8] = {3610, 0.25}, [5] = {3332, 0.25}},
  [96857] = {t = 3, [6] = {3610, 0.25}, [5] = {3332, 0.25}},
  [96858] = {t = 3, [1] = {3951, 0.4}, [5] = {2745, 0.1}},
  [96859] = {t = 4, [1] = {3761, 0.25}, [5] = {3076, 0.25}},
  [96860] = {t = 2, [1] = {3761, 0.3}, [5] = {3076, 0.2}},
  [96861] = {t = 3, [1] = {3951, 0}, [6] = {2745, 0}},
  [96862] = {t = 2, [1] = {3858, 0.6}, [8] = {2909, 0.4}},
  [96863] = {t = 1, [5] = {3246, 0.5}, [6] = {3661, 0.5}},
  [96865] = {t = 2, [5] = {2992, 0.6}, [8] = {3810, 0.4}},
  [96866] = {t = 3, [8] = {3858, 0}, [6] = {2909, 0}},
  [96867] = {t = 2, [6] = {3506, 0.6}, [5] = {3506, 0.4}},
  [96868] = {t = 2, [4] = {2992, 0.6}, [6] = {3810, 0.4}},
  [96869] = {t = 1, [2] = {3418, 0.5}, [3] = {3559, 0.5}},
  [96870] = {t = 2, [2] = {3418, 0.25}, [3] = {3559, 0.25}},
  [96871] = {t = 3, [5] = {3711, 0.25}, [7] = {3161, 0.25}},
  [96872] = {t = 3, [6] = {3810, 0.4}, [4] = {2992, 0.1}},
  [96873] = {t = 2, [5] = {6667, 0}},
  [96874] = {t = 4, [3] = {2992, 0.25}, [2] = {3810, 0.25}},
  [96875] = {t = 1, [5] = {3610, 0.5}, [6] = {3332, 0.5}},
  [96876] = {t = 2, [1] = {3810, 0.6}, [5] = {2992, 0.4}},
  [96877] = {t = 1, [1] = {3506, 0.5}, [5] = {3506, 0.5}},
  [96878] = {t = 3, [5] = {3559, 0}, [6] = {3418, 0}},
  [96879] = {t = 2, [1] = {6667, 0}},
  [96880] = {t = 1, [1] = {3761, 0.5}, [5] = {3076, 0.5}},
  [96881] = {t = 1, [8] = {3418, 0.75}, [6] = {3559, 0.75}},
  [96882] = {t = 3, [1] = {3418, 0}, [6] = {3559, 0}},
  [96883] = {t = 2, [1] = {3997, 0.25}, [6] = {2664, 0.25}},
  [96884] = {t = 3, [8] = {3559, 0.4}, [2] = {3418, 0.1}},
  [96885] = {t = 3, [5] = {3761, 0.4}, [6] = {3076, 0.1}},
  [96886] = {t = 4, [7] = {2992, 0.25}, [6] = {3810, 0.25}},
  [96887] = {t = 1, [8] = {3506, 0.625}, [6] = {3506, 0.875}},
  [96888] = {t = 2, [5] = {6667, 0}},
  [96889] = {t = 3, [6] = {3711, 0.25}, [1] = {3161, 0.25}},
  [96890] = {t = 4, [8] = {3506, 0.25}, [6] = {3506, 0.25}},
  [96891] = {t = 1, [5] = {2827, 0.5}, [8] = {3905, 0.5}},
  [96892] = {t = 2, [1] = {3610, 0.6}, [5] = {3332, 0.4}},
  [96893] = {t = 1, [1] = {3610, 0.5}, [8] = {3332, 0.5}},
  [96894] = {t = 1, [6] = {3076, 0.625}, [5] = {3761, 0.875}},
  [96895] = {t = 2, [2] = {6666, 0}},
  [96896] = {t = 4, [6] = {3997, 0.25}, [4] = {2664, 0.25}},
  [96897] = {t = 1, [4] = {3418, 0.25}, [6] = {3559, 0.25}},
  [96898] = {t = 2, [1] = {3332, 0.5}, [5] = {3610, 0.5}},
  [96899] = {t = 1, [1] = {3761, 0.5}, [8] = {3076, 0.5}},
  [96900] = {t = 2, [4] = {3076, 0.3}, [6] = {3761, 0.2}},
  [96901] = {t = 3, [8] = {2909, 0.4}, [5] = {3858, 0.1}},
  [96902] = {t = 3, [1] = {3951, 0.25}, [6] = {2745, 0.25}},
  [96903] = {t = 2, [5] = {3506, 0.3}, [8] = {3506, 0.2}},
  [96904] = {t = 1, [1] = {3506, 0.5}, [6] = {3506, 0.5}},
  [96905] = {t = 2, [5] = {3905, 0.6}, [6] = {2827, 0.4}},
  [96906] = {t = 4, [7] = {3506, 0.25}, [8] = {3506, 0.25}},
  [96907] = {t = 4, [5] = {3246, 0.25}, [6] = {3661, 0.25}},
  [96908] = {t = 1, [1] = {3506, 0.5}, [6] = {3506, 0.5}},
  [96909] = {t = 3, [1] = {3332, 0.25}, [5] = {3610, 0.25}},
  [96910] = {t = 3, [8] = {2827, 0.4}, [1] = {3905, 0.1}},
  [96911] = {t = 1, [6] = {3761, 0.1}, [8] = {3076, 0.4}},
  [96913] = {t = 2, [1] = {3506, 0.5}, [6] = {3506, 0.5}},
  [96914] = {t = 2, [5] = {3905, 0.3}, [6] = {2827, 0.2}},
  [96916] = {t = 3, [2] = {3506, 0.25}, [7] = {3506, 0.25}},
  [96917] = {t = 2, [1] = {3905, 0.25}, [5] = {2827, 0.25}},
  [96919] = {t = 1, [7] = {3506, 0.1}, [6] = {3506, 0.4}},
  [96920] = {t = 1, [5] = {3332, 0.5}, [8] = {3610, 0.5}},
  [96921] = {t = 1, [5] = {3506, 0.7}, [6] = {3506, 0.8}},
  [96922] = {t = 1, [4] = {2664, 0.625}, [8] = {3997, 0.875}},
  [96923] = {t = 1, [5] = {3997, 0.7}, [6] = {2664, 0.8}},
  [96924] = {t = 1, [2] = {3761, 0.7}, [8] = {3076, 0.8}},
  [96925] = {t = 1, [8] = {2664, 0.1}, [5] = {3997, 0.4}},
  [96926] = {t = 3, [3] = {3761, 0.4}, [8] = {3076, 0.1}},
  [96928] = {t = 1, [4] = {2664, 0.7}, [5] = {3997, 0.8}},
  [96929] = {t = 2, [1] = {3997, 0.6}, [8] = {2664, 0.4}},
  [96931] = {t = 4, [1] = {3997, 0.25}, [6] = {2664, 0.25}},
  [96932] = {t = 3, [1] = {3997, 0.5}, [6] = {2664, 0.5}},
  [96934] = {t = 3, [5] = {3810, 0.25}, [6] = {2992, 0.25}},
  [96935] = {t = 2, [1] = {3858, 0.6}, [8] = {2909, 0.4}},
  [96936] = {t = 1, [8] = {2827, 0.7}, [1] = {3905, 0.8}},
  [96937] = {t = 1, [1] = {3506, 0.5}, [6] = {3506, 0.5}},
  [96974] = {t = 1, [8] = {3661, 0}, [5] = {3246, 0}},
  [96975] = {t = 1, [8] = {3905, 0.25}, [6] = {2827, 0.25}},
  [96976] = {t = 4, [6] = {3761, 0.25}, [7] = {3076, 0.25}},
  [96977] = {t = 4, [8] = {2827, 0.25}, [7] = {3905, 0.25}},
  [96978] = {t = 1, [5] = {3076, 0.1}, [8] = {3761, 0.4}},
  [96979] = {t = 2, [4] = {2827, 0.2}, [6] = {3905, 0.3}},
  [96980] = {t = 2, [1] = {3810, 0.25}, [6] = {2992, 0.25}},
  [96981] = {t = 2, [6] = {3506, 0.25}, [5] = {3506, 0.25}},
  [96982] = {t = 4, [4] = {3559, 0.25}, [5] = {3418, 0.25}},
  [96983] = {t = 4, [1] = {2745, 0.25}, [8] = {3951, 0.25}},
  [96984] = {t = 2, [6] = {3997, 0.25}, [7] = {2664, 0.25}},
  [96985] = {t = 2, [6] = {3332, 0.25}, [8] = {3610, 0.25}},
  [96986] = {t = 2, [6] = {2664, 0.25}, [8] = {3997, 0.25}},
  [96987] = {t = 2, [5] = {3418, 0.25}, [8] = {3559, 0.25}},
  [96988] = {t = 2, [8] = {3418, 0.25}, [6] = {3559, 0.25}},
  [96989] = {t = 2, [6] = {3610, 0.25}, [8] = {3332, 0.25}},
  [96990] = {t = 2, [3] = {3997, 0.25}, [7] = {2664, 0.25}},
  [96991] = {t = 1, [5] = {3246, 0.1}, [6] = {3661, 0.4}},
  [96992] = {t = 4, [4] = {2827, 0.25}, [8] = {3905, 0.25}},
  [96993] = {t = 1, [8] = {3711, 0.1}, [7] = {3161, 0.4}},
  [96994] = {t = 3, [3] = {3905, 0.4}, [2] = {2827, 0.1}},
  [97074] = {t = 3, [6] = {3418, 0.25}, [5] = {3559, 0.25}},
  [97075] = {t = 2, [7] = {2827, 0}, [5] = {3905, 0}},
  [97076] = {t = 2, [7] = {3506, 0}, [6] = {3506, 0}},
  [97077] = {t = 2, [4] = {2992, 0.25}, [5] = {3810, 0.25}},
  [97078] = {t = 2, [1] = {3997, 0.25}, [8] = {2664, 0.25}},
  [97079] = {t = 2, [4] = {2909, 0}, [8] = {3858, 0}},
  [97080] = {t = 3, [4] = {3661, 0.25}, [6] = {3246, 0.25}},
  [97081] = {t = 2, [6] = {3332, 0}, [8] = {3610, 0}},
  [97082] = {t = 2, [1] = {3711, 0}, [6] = {3161, 0}},
  [97083] = {t = 2, [8] = {3506, 0}, [5] = {3506, 0}},
  [97084] = {t = 2, [6] = {3506, 0}, [8] = {3506, 0}},
  [97085] = {t = 3, [1] = {3711, 0.25}, [8] = {3161, 0.25}},
  [97086] = {t = 2, [6] = {3076, 0.25}, [5] = {3761, 0.25}},
  [97087] = {t = 2, [6] = {2827, 0.25}, [5] = {3905, 0.25}},
  [97088] = {t = 2, [4] = {3076, 0.25}, [8] = {3761, 0.25}},
  [97089] = {t = 2, [6] = {3161, 0.25}, [5] = {3711, 0.25}},
  [97090] = {t = 2, [8] = {3506, 0.25}, [5] = {3506, 0.25}},
  [97091] = {t = 2, [5] = {3559, 0.25}, [4] = {3418, 0.25}},
  [97092] = {t = 2, [2] = {2992, 0.25}, [8] = {3810, 0.25}},
  [97093] = {t = 3, [4] = {3761, 0.25}, [8] = {3076, 0.25}},
  [97094] = {t = 2, [6] = {3951, 0}, [4] = {2745, 0}},
  [97095] = {t = 2, [8] = {3559, 0}, [7] = {3418, 0}},
  [97096] = {t = 3, [3] = {3997, 0.25}, [7] = {2664, 0.25}},
  [97126] = {t = 4, [4] = {3559, 0.25}, [7] = {3418, 0.25}},
  [97127] = {t = 4, [4] = {3559, 0.25}, [7] = {3418, 0.25}},
  [97128] = {t = 4, [4] = {3559, 0.25}, [7] = {3418, 0.25}},
  [97129] = {t = 4, [4] = {3559, 0.25}, [7] = {3418, 0.25}},
  [97130] = {t = 4, [4] = {3559, 0.25}, [7] = {3418, 0.25}},
  [97187] = {t = 3, [6] = {3559, 0}, [8] = {3418, 0}},
  [97188] = {t = 3, [4] = {3332, 0}, [8] = {3610, 0}},
  [97189] = {t = 3, [1] = {2909, 0}, [6] = {3858, 0}},
  [97190] = {t = 3, [8] = {2827, 0}, [5] = {3905, 0}},
  [97191] = {t = 3, [3] = {3661, 0}, [8] = {3246, 0}},
  [97192] = {t = 3, [6] = {3559, 0}, [8] = {3418, 0}},
  [97193] = {t = 3, [4] = {3332, 0}, [8] = {3610, 0}},
  [97194] = {t = 3, [1] = {2909, 0}, [6] = {3858, 0}},
  [97195] = {t = 3, [8] = {2827, 0}, [5] = {3905, 0}},
  [97196] = {t = 3, [3] = {3661, 0}, [8] = {3246, 0}},
  [97203] = {t = 3, [4] = {3076, 0}, [5] = {3761, 0}},
  [97204] = {t = 3, [5] = {3610, 0}, [6] = {3332, 0}},
  [97205] = {t = 3, [1] = {3711, 0}, [8] = {3161, 0}},
  [97206] = {t = 3, [5] = {3559, 0}, [6] = {3418, 0}},
  [97207] = {t = 3, [4] = {3246, 0}, [3] = {3661, 0}},
  [97208] = {t = 3, [4] = {3076, 0}, [5] = {3761, 0}},
  [97209] = {t = 3, [5] = {3610, 0}, [6] = {3332, 0}},
  [97210] = {t = 3, [1] = {3711, 0}, [8] = {3161, 0}},
  [97211] = {t = 3, [5] = {3559, 0}, [4] = {3418, 0}},
  [97212] = {t = 3, [4] = {3246, 0}, [3] = {3661, 0}},
  [97290] = {t = 1, [1] = {252, 0.052}, [6] = {224, 0.052}},
  [97291] = {t = 3, [1] = {211, 0}, [5] = {259, 0}},
  [97293] = {t = 3, [8] = {255, 0}, [1] = {218, 0}},
  [97295] = {t = 3, [1] = {262, 0}, [6] = {205, 0}},
  [97296] = {t = 4, [1] = {248, 0}, [5] = {229, 0}},
  [97297] = {t = 3, [1] = {209, 0}, [6] = {259, 0}},
  [97298] = {t = 2, [1] = {224, 0.017}, [5] = {252, 0.017}},
  [97299] = {t = 2, [1] = {265, 0.035}, [8] = {200, 0.035}},
  [97300] = {t = 1, [1] = {229, 0.035}, [8] = {248, 0.035}},
  [97303] = {t = 3, [1] = {252, 0}, [5] = {224, 0}},
  [97304] = {t = 2, [1] = {459, 0}},
  [97515] = {t = 1, [8] = {241, 0.103}, [5] = {241, 0}},
  [97516] = {t = 3, [1] = {258, 0}, [6] = {211, 0}},
  [97517] = {t = 2, [6] = {241, 0.034}, [8] = {241, 0}},
  [97518] = {t = 3, [8] = {258, 0}, [6] = {211, 0}},
  [97520] = {t = 1, [5] = {241, 0.069}, [6] = {241, 0}},
  [97521] = {t = 3, [1] = {258, 0}, [5] = {211, 0}},
  [97522] = {t = 2, [1] = {241, 0.034}, [5] = {241, 0}},
  [97523] = {t = 2, [5] = {258, 0.034}, [8] = {211, 0}},
  [97525] = {t = 1, [8] = {241, 0.069}, [6] = {241, 0}},
  [97526] = {t = 2, [6] = {258, 0.034}, [5] = {211, 0}},
  [97527] = {t = 3, [1] = {258, 0}, [6] = {211, 0}},
  [97528] = {t = 3, [5] = {258, 0}, [8] = {211, 0}},
  [97529] = {t = 3, [1] = {258, 0}, [6] = {211, 0}},
  [97533] = {t = 2, [5] = {458, 0}},
  [97833] = {t = 1, [8] = {241, 0.140625}, [5] = {241, 0}},
  [97834] = {t = 3, [5] = {258, 0}, [8] = {211, 0}},
  [97835] = {t = 2, [8] = {241, 0.03125}, [6] = {241, 0}},
  [97836] = {t = 3, [8] = {258, 0}, [6] = {211, 0}},
  [97837] = {t = 1, [5] = {241, 0.0625}, [6] = {241, 0}},
  [97838] = {t = 3, [4] = {258, 0}, [5] = {211, 0}},
  [97839] = {t = 2, [4] = {241, 0.03125}, [5] = {241, 0}},
  [97840] = {t = 2, [4] = {258, 0.03125}, [6] = {211, 0}},
  [97841] = {t = 1, [6] = {241, 0.0625}, [8] = {241, 0}},
  [97842] = {t = 2, [5] = {258, 0.03125}, [8] = {211, 0}},
  [97843] = {t = 3, [5] = {258, 0}, [8] = {211, 0}},
  [97844] = {t = 3, [4] = {258, 0}, [6] = {211, 0}},
  [97845] = {t = 2, [8] = {458, 0}},
  [97846] = {t = 4, [5] = {241, 0}},
  [97847] = {t = 3, [5] = {241, 0}},
  [97923] = {t = 1, [8] = {137, 0.075}, [5] = {137, 0}},
  [97924] = {t = 3, [5] = {147, 0}, [8] = {120, 0}},
  [97925] = {t = 2, [8] = {137, 0.025}, [6] = {137, 0}},
  [97926] = {t = 3, [8] = {147, 0}, [6] = {120, 0}},
  [97927] = {t = 1, [5] = {137, 0.05}, [6] = {137, 0}},
  [97928] = {t = 3, [4] = {147, 0}, [5] = {120, 0}},
  [97929] = {t = 2, [4] = {137, 0.025}, [5] = {137, 0}},
  [97930] = {t = 2, [4] = {147, 0.025}, [6] = {120, 0}},
  [97931] = {t = 1, [6] = {137, 0.05}, [8] = {137, 0}},
  [97932] = {t = 2, [5] = {147, 0.025}, [8] = {120, 0}},
  [97933] = {t = 3, [5] = {147, 0}, [8] = {120, 0}},
  [97934] = {t = 3, [4] = {147, 0}, [6] = {120, 0}},
  [97935] = {t = 2, [8] = {261, 0}},
  [97944] = {t = 4, [5] = {137, 0}},
  [97945] = {t = 3, [5] = {137, 0}},
  [98137] = {t = 2, [8] = {3559, 0}, [6] = {3418, 0}},
  [98138] = {t = 2, [8] = {3246, 0}, [6] = {3661, 0}},
  [98139] = {t = 2, [1] = {3711, 0}, [8] = {3161, 0}},
  [98140] = {t = 2, [1] = {3905, 0}, [5] = {2827, 0}},
  [98141] = {t = 2, [3] = {3761, 0}, [8] = {3076, 0}},
  [98142] = {t = 2, [1] = {3761, 0}, [8] = {3076, 0}},
  [98143] = {t = 2, [5] = {3951, 0}, [8] = {2745, 0}},
  [98144] = {t = 2, [4] = {3610, 0}, [5] = {3332, 0}},
  [98145] = {t = 2, [7] = {3810, 0}, [4] = {2992, 0}},
  [98146] = {t = 3, [2] = {2766, 0.166}, [3] = {2766, 0.166}, [8] = {2766, 0.166}},
  [98147] = {t = 3, [5] = {2766, 0.166}, [6] = {2766, 0.166}, [8] = {2766, 0.166}},
  [98148] = {t = 3, [5] = {2766, 0.166}, [6] = {2766, 0.166}, [8] = {2766, 0.166}},
  [98149] = {t = 3, [1] = {2766, 0.166}, [6] = {2766, 0.166}, [8] = {2766, 0.166}},
  [98150] = {t = 3, [5] = {2766, 0.166}, [6] = {2766, 0.166}, [8] = {2766, 0.166}},
  [98335] = {t = 3, [2] = {2766, 0.166}, [8] = {2766, 0.166}, [5] = {2766, 0.166}},
  [98599] = {t = 1, [8] = {3997, 0}, [5] = {2664, 0}},
  [98600] = {t = 1, [6] = {2745, 0}, [8] = {3951, 0}},
  [98601] = {t = 1, [8] = {3711, 0}, [6] = {3161, 0}},
  [98602] = {t = 1, [6] = {3905, 0}, [8] = {2827, 0}},
  [98603] = {t = 1, [8] = {3905, 0}, [6] = {2827, 0}},
  [98604] = {t = 1, [6] = {3858, 0}, [5] = {2909, 0}},
  [98605] = {t = 1, [7] = {3610, 0}, [8] = {3332, 0}},
  [98606] = {t = 1, [3] = {3661, 0}, [8] = {3246, 0}},
  [98607] = {t = 1, [6] = {2909, 0}, [8] = {3858, 0}},
  [98608] = {t = 2, [6] = {3858, 0}, [5] = {2909, 0}},
  [98609] = {t = 2, [6] = {3246, 0}, [8] = {3661, 0}},
  [98610] = {t = 2, [6] = {2827, 0}, [8] = {3905, 0}},
  [98611] = {t = 2, [1] = {3905, 0}, [6] = {2827, 0}},
  [98612] = {t = 2, [5] = {3661, 0}, [8] = {3246, 0}},
  [98613] = {t = 2, [7] = {3905, 0}, [6] = {2827, 0}},
  [98614] = {t = 2, [4] = {2992, 0}, [5] = {3810, 0}},
  [98615] = {t = 2, [8] = {3858, 0}, [7] = {2909, 0}},
  [98616] = {t = 2, [7] = {2664, 0}, [5] = {3997, 0}},
}
function GetItemStatsUp(link, ilvlCap)
  local result = GetItemStats(link)
  if not result then
    return result
  end
  local id, upgrade = link:match("item:(%d+):%d+:%d+:%d+:%d+:%d+:%-?%d+:%-?%d+:%d+:%d+:(%d+)")
  id = tonumber(id)
  upgrade = tonumber(upgrade)
  local _, _, _, iLvl = GetItemInfo(link)
  iLvl = iLvl or 0
  local iLvlBase = iLvl
  if iLvl >= 458 and ItemUpgrade[upgrade] then
    iLvl = iLvl + ItemUpgrade[upgrade]
  end
  if ilvlCap and ilvlCap > 0 and ilvlCap < iLvl then
    iLvl = ilvlCap
  end
  if iLvl ~= iLvlBase then
    local budget = nil
    if RandPropPoints[iLvl] and ItemStats[id] then
      budget = RandPropPoints[iLvl][ItemStats[id].t]
    end
    for sid, sv in ipairs(ReforgeLite.itemStats) do
      if result[sv.name] then
        if budget and ItemStats[id][sid] then
          result[sv.name] = math.floor(ItemStats[id][sid][1] * budget * 0.0001 - ItemStats[id][sid][2] * 160 + 0.5)
        else
          result[sv.name] = math.floor(tonumber(result[sv.name]) * math.pow(1.15, (iLvl - iLvlBase) / 15))
        end
      end
    end
  end
  return result
end

ReforgeLiteScalingTable = {
  -- gtCombatRatings.dbc
  -- Spirit dummy
  {},
  -- Dodge rating multipliers
  {
       0.796153187751770,    0.796153068542480,    0.796153068542480,    0.796153068542480,    0.796152949333191,
       0.796153128147125,    0.796153068542480,    0.796153008937836,    0.796153008937836,    0.796153128147125,
       1.194230556488037,    1.592308163642883,    1.990383744239807,    2.388461112976074,    2.786539077758789,
       3.184616804122925,    3.582691907882690,    3.980769872665405,    4.378847599029541,    4.776922702789307,
       5.175000190734863,    5.573077678680420,    5.971153259277344,    6.369230747222900,    6.767308712005615,
       7.165383338928223,    7.563461780548096,    7.961538791656494,    8.359617233276367,    8.757692337036133,
       9.155768394470215,    9.553846359252930,    9.951925277709961,   10.350001335144043,   10.748077392578125,
      11.146153450012207,   11.544231414794922,   11.942307472229004,   12.340383529663086,   12.738462448120117,
      13.136537551879883,   13.534616470336914,   13.932692527770996,   14.330768585205078,   14.728846549987793,
      15.126925468444824,   15.524999618530273,   15.923077583312988,   16.321155548095703,   16.719230651855469,
      17.117309570312500,   17.515386581420898,   17.913461685180664,   18.311538696289062,   18.709617614746094,
      19.107692718505859,   19.505769729614258,   19.903848648071289,   20.301923751831055,   20.700000762939453,
      21.486076354980469,   22.334213256835938,   23.252056121826172,   24.248571395874023,   25.334329605102539,
      26.521877288818359,   27.826231002807617,   29.265518188476562,   30.861820220947266,   32.642307281494141,
      35.121570587158203,   37.789138793945312,   40.659320831298828,   43.747493743896484,   47.070220947265625,
      50.645320892333984,   54.491958618164062,   58.630756378173828,   63.083904266357422,   67.875282287597656,
      89.125953674316406,  117.037277221679688,  153.750198364257812,  201.881378173828125,  265.078338623046875,
     335.000000000000000,  430.000000000000000,  545.000000000000000,  700.000000000000000,  885.000000000000000,
  },
  -- Parry rating multipliers
  {
       0.796153187751770,    0.796153068542480,    0.796153068542480,    0.796153068542480,    0.796152949333191,
       0.796153128147125,    0.796153068542480,    0.796153008937836,    0.796153008937836,    0.796153128147125,
       1.194230556488037,    1.592308163642883,    1.990383744239807,    2.388461112976074,    2.786539077758789,
       3.184616804122925,    3.582691907882690,    3.980769872665405,    4.378847599029541,    4.776922702789307,
       5.175000190734863,    5.573077678680420,    5.971153259277344,    6.369230747222900,    6.767308712005615,
       7.165383338928223,    7.563461780548096,    7.961538791656494,    8.359617233276367,    8.757692337036133,
       9.155768394470215,    9.553846359252930,    9.951925277709961,   10.350001335144043,   10.748077392578125,
      11.146153450012207,   11.544231414794922,   11.942307472229004,   12.340383529663086,   12.738462448120117,
      13.136537551879883,   13.534616470336914,   13.932692527770996,   14.330768585205078,   14.728846549987793,
      15.126925468444824,   15.524999618530273,   15.923077583312988,   16.321155548095703,   16.719230651855469,
      17.117309570312500,   17.515386581420898,   17.913461685180664,   18.311538696289062,   18.709617614746094,
      19.107692718505859,   19.505769729614258,   19.903848648071289,   20.301923751831055,   20.700000762939453,
      21.486076354980469,   22.334213256835938,   23.252056121826172,   24.248571395874023,   25.334329605102539,
      26.521877288818359,   27.826231002807617,   29.265518188476562,   30.861820220947266,   32.642307281494141,
      35.121570587158203,   37.789138793945312,   40.659320831298828,   43.747493743896484,   47.070220947265625,
      50.645320892333984,   54.491958618164062,   58.630756378173828,   63.083904266357422,   67.875282287597656,
      89.125953674316406,  117.037277221679688,  153.750198364257812,  201.881378173828125,  265.078338623046875,
     335.000000000000000,  430.000000000000000,  545.000000000000000,  700.000000000000000,  885.000000000000000,
  },
  -- Hit rating multipliers
  {
       0.307691991329193,    0.307691991329193,    0.307691991329193,    0.307691991329193,    0.307691991329193,
       0.307691991329193,    0.307691991329193,    0.307691991329193,    0.307691991329193,    0.307691991329193,
       0.461537986993790,    0.615384995937347,    0.769231021404266,    0.923076987266541,    1.076923012733459,
       1.230769038200378,    1.384614944458008,    1.538462042808533,    1.692307949066162,    1.846153974533081,
       2.000000000000000,    2.153846025466919,    2.307692050933838,    2.461539030075073,    2.615385055541992,
       2.769231081008911,    2.923077106475830,    3.076922893524170,    3.230768918991089,    3.384614944458008,
       3.538461923599243,    3.692307949066162,    3.846153974533081,    4.000000000000000,    4.153845787048340,
       4.307692050933838,    4.461537837982178,    4.615385055541992,    4.769230842590332,    4.923077106475830,
       5.076922893524170,    5.230769157409668,    5.384614944458008,    5.538462162017822,    5.692306995391846,
       5.846154212951660,    6.000000000000000,    6.153845787048340,    6.307693004608154,    6.461537837982178,
       6.615385055541992,    6.769230842590332,    6.923077106475830,    7.076922893524170,    7.230769157409668,
       7.384614944458008,    7.538462162017822,    7.692306995391846,    7.846154212951660,    8.000000000000000,
       8.303797721862793,    8.631579399108887,    8.986301422119141,    9.371427536010742,    9.791045188903809,
      10.250000000000000,   10.754098892211914,   11.310345649719238,   11.927273750305176,   12.615385055541992,
      13.573554992675781,   14.604499816894531,   15.713747978210449,   16.907243728637695,   18.191390991210938,
      19.573070526123047,   21.059694290161133,   22.659227371215820,   24.380252838134766,   26.231992721557617,
      34.444812774658203,   45.231800079345703,   59.420368194580078,   78.021789550781250,  102.445739746093750,
     130.000000000000000,  166.000000000000000,  211.000000000000000,  269.000000000000000,  340.000000000000000,
  },
  -- Crit rating multipliers
  {
       0.538461983203888,    0.538461983203888,    0.538461983203888,    0.538461983203888,    0.538461983203888,
       0.538461983203888,    0.538461983203888,    0.538461983203888,    0.538461983203888,    0.538461983203888,
       0.807691991329193,    1.076923012733459,    1.346153974533081,    1.615385055541992,    1.884614944458008,
       2.153846025466919,    2.423077106475830,    2.692307949066162,    2.961538076400757,    3.230768918991089,
       3.500000000000000,    3.769231081008911,    4.038462162017822,    4.307692050933838,    4.576922893524170,
       4.846154212951660,    5.115385055541992,    5.384614944458008,    5.653845787048340,    5.923077106475830,
       6.192306995391846,    6.461537837982178,    6.730769157409668,    7.000000000000000,    7.269230842590332,
       7.538462162017822,    7.807693004608154,    8.076923370361328,    8.346154212951660,    8.615384101867676,
       8.884614944458008,    9.153845787048340,    9.423076629638672,    9.692307472229004,    9.961538314819336,
      10.230770111083984,   10.500000000000000,   10.769231796264648,   11.038461685180664,   11.307692527770996,
      11.576923370361328,   11.846155166625977,   12.115385055541992,   12.384616851806641,   12.653846740722656,
      12.923078536987305,   13.192308425903320,   13.461539268493652,   13.730770111083984,   14.000000000000000,
      14.531646728515625,   15.105264663696289,   15.726029396057129,   16.399999618530273,   17.134328842163086,
      17.937500000000000,   18.819673538208008,   19.793104171752930,   20.872728347778320,   22.076923370361328,
      23.753721237182617,   25.557874679565430,   27.499055862426758,   29.587677001953125,   31.834934234619141,
      34.252872467041016,   36.854465484619141,   39.653648376464844,   42.665439605712891,   45.905986785888672,
      60.278423309326172,   79.155647277832031,  103.985641479492188,  136.538131713867188,  179.280044555664062,
     228.000000000000000,  290.000000000000000,  370.000000000000000,  470.000000000000000,  600.000000000000000,
  },
  -- Haste rating multipliers
  {
       0.384615004062653,    0.384615004062653,    0.384615004062653,    0.384615004062653,    0.384615004062653,
       0.384615004062653,    0.384615004062653,    0.384615004062653,    0.384615004062653,    0.384615004062653,
       0.576923012733459,    0.769231021404266,    0.961538016796112,    1.153846025466919,    1.346153974533081,
       1.538462042808533,    1.730769038200378,    1.923076987266541,    2.115385055541992,    2.307692050933838,
       2.500000000000000,    2.692307949066162,    2.884614944458008,    3.076922893524170,    3.269231081008911,
       3.461538076400757,    3.653846025466919,    3.846153974533081,    4.038462162017822,    4.230769157409668,
       4.423077106475830,    4.615385055541992,    4.807693004608154,    5.000000000000000,    5.192307949066162,
       5.384614944458008,    5.576922893524170,    5.769230842590332,    5.961537837982178,    6.153845787048340,
       6.346154212951660,    6.538462162017822,    6.730769157409668,    6.923077106475830,    7.115385055541992,
       7.307693004608154,    7.500000000000000,    7.692306995391846,    7.884614944458008,    8.076923370361328,
       8.269230842590332,    8.461538314819336,    8.653845787048340,    8.846154212951660,    9.038461685180664,
       9.230769157409668,    9.423076629638672,    9.615385055541992,    9.807692527770996,   10.000000000000000,
      10.379747390747070,   10.789473533630371,   11.232876777648926,   11.714286804199219,   12.238806724548340,
      12.812500000000000,   13.442624092102051,   14.137930870056152,   14.909090995788574,   15.769232749938965,
      16.966941833496094,   18.255624771118164,   19.642183303833008,   21.134054183959961,   22.739236831665039,
      24.466339111328125,   26.324617385864258,   28.324035644531250,   30.475315093994141,   32.789989471435547,
      43.056015014648438,   56.539749145507812,   74.275451660156250,   97.527236938476562,  128.057159423828125,
     162.000000000000000,  208.000000000000000,  264.000000000000000,  336.000000000000000,  425.000000000000000,
  },
  -- Expertise rating multipliers
  {
       0.307691991329193,    0.307691991329193,    0.307691991329193,    0.307691991329193,    0.307691991329193,
       0.307691991329193,    0.307691991329193,    0.307691991329193,    0.307691991329193,    0.307691991329193,
       0.461537986993790,    0.615384995937347,    0.769231021404266,    0.923076987266541,    1.076923012733459,
       1.230769038200378,    1.384614944458008,    1.538462042808533,    1.692307949066162,    1.846153974533081,
       2.000000000000000,    2.153846025466919,    2.307692050933838,    2.461539030075073,    2.615385055541992,
       2.769231081008911,    2.923077106475830,    3.076922893524170,    3.230768918991089,    3.384614944458008,
       3.538461923599243,    3.692307949066162,    3.846153974533081,    4.000000000000000,    4.153845787048340,
       4.307692050933838,    4.461537837982178,    4.615385055541992,    4.769230842590332,    4.923077106475830,
       5.076922893524170,    5.230769157409668,    5.384614944458008,    5.538462162017822,    5.692306995391846,
       5.846154212951660,    6.000000000000000,    6.153845787048340,    6.307693004608154,    6.461537837982178,
       6.615385055541992,    6.769230842590332,    6.923077106475830,    7.076922893524170,    7.230769157409668,
       7.384614944458008,    7.538462162017822,    7.692306995391846,    7.846154212951660,    8.000000000000000,
       8.303797721862793,    8.631579399108887,    8.986301422119141,    9.371427536010742,    9.791045188903809,
      10.250000000000000,   10.754098892211914,   11.310345649719238,   11.927273750305176,   12.615385055541992,
      13.573554992675781,   14.604499816894531,   15.713747978210449,   16.907243728637695,   18.191390991210938,
      19.573070526123047,   21.059694290161133,   22.659227371215820,   24.380252838134766,   26.231992721557617,
      34.444812774658203,   45.231800079345703,   59.420368194580078,   78.021789550781250,  102.445739746093750,
     130.000000000000000,  166.000000000000000,  211.000000000000000,  269.000000000000000,  340.000000000000000,
  },
  -- Mastery rating multipliers
  {
       0.538461983203888,    0.538461983203888,    0.538461983203888,    0.538461983203888,    0.538461983203888,
       0.538461983203888,    0.538461983203888,    0.538461983203888,    0.538461983203888,    0.538461983203888,
       0.807691991329193,    1.076923012733459,    1.346153974533081,    1.615385055541992,    1.884614944458008,
       2.153846025466919,    2.423077106475830,    2.692307949066162,    2.961538076400757,    3.230768918991089,
       3.500000000000000,    3.769231081008911,    4.038462162017822,    4.307692050933838,    4.576922893524170,
       4.846154212951660,    5.115385055541992,    5.384614944458008,    5.653845787048340,    5.923077106475830,
       6.192306995391846,    6.461537837982178,    6.730769157409668,    7.000000000000000,    7.269230842590332,
       7.538462162017822,    7.807693004608154,    8.076923370361328,    8.346154212951660,    8.615384101867676,
       8.884614944458008,    9.153845787048340,    9.423076629638672,    9.692307472229004,    9.961538314819336,
      10.230770111083984,   10.500000000000000,   10.769231796264648,   11.038461685180664,   11.307692527770996,
      11.576923370361328,   11.846155166625977,   12.115385055541992,   12.384616851806641,   12.653846740722656,
      12.923078536987305,   13.192308425903320,   13.461539268493652,   13.730770111083984,   14.000000000000000,
      14.531646728515625,   15.105264663696289,   15.726029396057129,   16.399999618530273,   17.134328842163086,
      17.937500000000000,   18.819673538208008,   19.793104171752930,   20.872728347778320,   22.076923370361328,
      23.753721237182617,   25.557874679565430,   27.499055862426758,   29.587677001953125,   31.834934234619141,
      34.252872467041016,   36.854465484619141,   39.653648376464844,   42.665439605712891,   45.905986785888672,
      60.278423309326172,   79.155647277832031,  103.985641479492188,  136.538131713867188,  179.280044555664062,
     228.000000000000000,  290.000000000000000,  370.000000000000000,  470.000000000000000,  600.000000000000000,
  },
}
